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%%Title: (Microsoft Word - scheduling)
%%Creator: (Microsoft Word: AdobePS 8.5.1)
%%CreationDate: (10:02 PM Monday, May 17, 1999)
%%For: (Matt Bishop)
%%Pages: 19
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%%DocumentSuppliedResources: font TimesNewRomanPSMT
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%%Orientation: Portrait
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cleartomark
%ADOendeexec

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40
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ne
{
pop 1
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get
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:dff dup length dict
copy
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level2 not endnoload
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lU setfont
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scalefont fD
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copyfontdict
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pop
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fD
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%%EndFile
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gS
gl
dup show
gR
basefonto setfont
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%%EndFile
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1 index
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3 index div
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2 index div
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4 array
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{
0 0 0 0 0 0 setcachedevice
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{
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XOffset add bitheight YOffset add
setcachedevice
rowbytes 0 ne bitheight 0 ne and
{
XOffset YOffset :T np 0 0 :M
bitwidth bitheight scale
:s
imagemask
}if
}ifelse
restore
end
end
}def
CharData dup
}bd
/:ebf
{
/FontName xdf
pop pop
FontName currentdict end definefont :ff
md/rename known{dup/FontName get rename}if
def
}bd
%%EndFile
/currentpacking where {pop sc_oldpacking setpacking}if end
%%EndProlog
%%BeginSetup
md begin
/fD/def ld/sf/setfont ld /scf/scf2pass ld
sfcl{
%%BeginFeature: *InputSlot OnlyOne

%%EndFeature

}efcl

sfcl{
%%BeginFeature: *Resolution 600dpi
1 dict dup /HWResolution [600 600] put setpagedevice
%%EndFeature

}efcl

sfcl{
%%BeginFeature: *PageRegion Letter

  2 dict dup /PageSize [612 792] put dup /ImagingBBox null put
setpagedevice
%%EndFeature

}efcl

(Matt Bishop)setjob
/mT[1 0 0 -1 30 761]def
initQDpatterns
/sD 16 dict def
 600 level2{1 dict dup/WaitTimeout 4 -1 roll put setuserparams}{statusdict/waittimeout 3 -1 roll put}ifelse
/$n T def
%%IncludeFont: Helvetica
%%IncludeResource: font Helvetica
/f125/Helvetica
:mre
/f138 f125 12.48 scf
%%IncludeFont: Helvetica-Bold
%%IncludeResource: font Helvetica-Bold
/f151/Helvetica-Bold
:mre
/f167 f151
:ff :ms :ff fD
/f171 f167 18.72 scf
/f184 f151 12.48 scf
%%IncludeFont: Helvetica-Oblique
%%IncludeResource: font Helvetica-Oblique
/f197/Helvetica-Oblique
:mre
/f214 f197 12.48 scf
/f227 f151 12.48 scf
/u227 f151 :v fD
/f240 f125 12.48 scf
/u240 f125 :v fD
%%IncludeFont: Symbol
%%IncludeResource: font Symbol
/f262/Symbol
:bsr
240/apple pd
:esr
/f274 f262 12 scf
/f287 f151 10.4 scf
/f300 f125 10.4 scf
/f313 f125 9.36 scf
/f326 f262 18 scf
/f339 f197 10.4 scf
%RBIBeginFontRasterizer: TrueType
%%BeginFile: lw8_TrueType-2.0
userdict/LW
statusdict begin product end(LaserWriter)anchorsearch
exch pop
{
dup length 0 eq
{
pop 1
}{
( Plus)eq
{
2
}{
3
}ifelse
}ifelse
}{
0
}ifelse
put
userdict/patchOK known not{
userdict/patchOK
systemdict/eexec known
systemdict/cexec known and{
countdictstack mark
false
<1861AEDAE118A9F95F1629C0137F8FE656811DD93DFBEA65E947502E78BA12284B8A58EF0A3
2E272778DAA2ABEC72A84102D591E11D96BA61F57877B895A752D9BEAAC3DFD7D3220E2BDE7
C036467464E0E836748F1DE7AB6216866F130CE7CFCEC8CE050B870C11881EE3E9D70919>
{eexec}stopped{
$error/newerror false put
cleartomark
countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse
false
}{
{cleartomark pop true}{cleartomark pop false}ifelse
}ifelse
}{false}ifelse
put
}if
userdict/downloadOK known not
{
userdict/downloadOK
{
patchOK
LW dup 1 ne
exch 2 ne
and
and
vmstatus exch sub
exch pop 120000 gt
and
}bind
put
}if
userdict/type42known known not
{
userdict/type42known
systemdict/resourcestatus known
{
42/FontType resourcestatus
{
pop pop true
}{
false
}ifelse
}{
false
}ifelse
put
}if
type42known not downloadOK and
userdict/*charpath known not and
{
userdict begin
/*charpath/charpath load def
/charpathflag false def
/charpath
{
userdict/charpathflag true put
userdict/*charpath get exec
userdict/charpathflag false put
}bind def
end
}if
/endstring 0 def
/mystring 0 def
userdict/checkload
{
{
pop exec
}{
save
3 dict begin
/mystring 6050 string def
exch
/endstring exch def
{
currentfile mystring readline not
{stop}if
endstring eq
{exit}if
}loop
end
restore
pop
}ifelse
}bind
put
type42known not downloadOK and{userdict/TrueDict known{TrueDict/initer known not}
{true userdict begin/TrueDict 8 dict dup /version 28 put def end}ifelse}{false}ifelse{currentfile eexec}exch( %endeexec)exch checkload
1861AEDAAA5472E4FDE5287D4C4E53EBA565E19358AEA5550A3550B39C26EE55F98C1D4C2CA2D63919AE617140BD52D3FE961B3CFC9F7CA38C3DD467FB1641238797A5642FED713B53CDD80F41A863595D7A82B8D7598E6EE7F27933BBBC5A58AB46FDCA84ED117437ADC525E4EA0D93CDFED129F6868DCD011E14210D9F3CAD52C5B33B1402DC0F86914E67BE0F63B2D12F3CD76A10C151CB4C2798487A34FC7181BE3C79B4FBD2CBB3540E86BF70FBDD8FF3D9B16424EF45871B2C818EF2346EA3CE37BEC8FE1D40
33DF000C886A940A0E1DD7A0AC40BD0CBCE29D0A81FEF9A5AEF813B8BA06F4CFE9527E601A0164DECE8FD10BCB2333021DACF6CD0D802E151AE96A82C7C10AD99F5DC43A9889CAA64EC4E5307DB9440000F35F79E51FAEBDA92D2F97390C93FFAD4D21411F932BFCBA4EB0666BDCE3DE8D1BBCD7B24CA0DA1A08E747409D9094A6417BFBE926A6300DEB2B572C63EF42C4F392637AC94290C58CC92681376B29B2726CFA8518689DAF9D01B93598C69BBF98F865C384CE5C853476A202F9059D3DC6C3025E697CC2AC
66B1E30CA6B566A9A61CC040FE44E773038251DD8BB53FED0BDF11F8AA276DC0456A43E529324252861E8FD4D06DD6331376E315B4BCB8997534ED06B0175C4078FC85147C69F444EE9CA1BE9649059C1E995631947FF372330DB97F421219E17E912826005B9732665C73E12043050366987A7B8AD687CD322D14E6DF7FFB894B18497D3F38037978563161854F0EAB66CEAC3377512C802EE1A0630A39BEC52B590DAAF5052BB8A78E570FAB15C1C2793EC7FB8F2FFC33A432DAC0DD7803B9D0503A2ECAE101DCE9
672356B6B624504E8831277D45CB7F80255804E8059671ED3D3B767479C6C4A5CE28DC38BFB809E86D8E02B2BD80479101031868468A128033F4E409B2DAAB4868379E2BD2622333D5C309B9649E86EC4FDC1C420D5CAE6A2767311CC207BFD09FEDF37EE8A3D66EB4782D9C663FC030B779E0AB02BE4584658CC25BB9BCFFBE006F41DA9BCE2CED2966CFAA201248D9AB714873EC6F933909A1F48C01F80023BCB24B192EA19588A88DA28D36F6B782D2607E957212299C3840557B14CDD260356826793A64E235CA
ADFA5D1C71A4B6C4E1330FC01CA664510B27F819D69D617E01387BB801BD470756DC57989DE20B61552F9C1DC383E25876E10900DBCD4B9E50F05E7C2EC528C8633784A121DA279F812C7965B648E4E00819A29C652F2B85F3534E245A696E91CC03ED9FE3F97CEFFDBE95361FEF985D1CF7CFFB974233FE820D4869EA1937E52FC7B2CB00BCF37CCDC72177BDB1904E1F3726A5FE9CA59BBF87A8C3513F99FBD037CBD6BB01E795B84DABF9595DDEF0E91C6435FD406DE84A172D2AE07BC78A3BD4ED195F2F09E3FE
0B4DCC58C81614D1F8173CFBAEA5FF6371A986232E76539524D293BE86340CD86B81A929036782CD707F699A2D8B40F7C6F91377DA1940F105B2AAC8ADF45A2063DA4A0C63D7F3956148FEFD364E6A05B349486A782FD2A1295F93DF8987D5A1DFBE894B98CE080BFD726E6C35CC4AB4121A301522AEB16BC7008E83AC12A8A7B711AEE12AC961C1DBE58D10240B3CC12A750EAF75F09BD536589C0226B9204D7E53BCC5761ED6A52CB652DBB682A576B8915B653E8F1A96628219545928C5BA4CC1FAAFE0A2C7B2C4
193CB23513DCC76752FA9C26B776902F0554A3D58AB47BFFB2056B98661B0D5957C6EF52303D791606CE0B7A46BDC13C1FC227C6CDFD421DF6215711A6F4A8BE501364B63BBB0EA6EA02715CD63281E292233AA46480104FD6FB7A9868CDA3B6060BF51088EC56C8F8BD3B9BDE892D8EA9CAF31D99A34F4410E3E97C7C3C34FA8517A9302793D9549672FF75E0E4A00FC92CF7E045752675852434655D892D19E0EF4666133BFBB532E0BEC7BCBE0A846B88E18AE8DC87FC58622485130DF26DC378CBCEF357EE718C
7D1B3CCC8E7F35EC43A26E5F40756BC7D998DACA6425160035590484E6B130C54387EE4CDBBFA356011D9D14F74A98F5ABAAAFDACC912CE099D5C92DD706A8CFFC23ED037FE6D1044362D0A7D5C1F901EC80AB886DB09A500817538B2D7B65C0ECDE477CFC86D32249361EC4522FE149F57DB19D44D8DBDC66B548CEE7763E0C8F10448C6E1B5AF2529FAAA5697D253C5BBFA14423ABCA1DE3819F019AD4A3BB6204A9BAAB063BC6B3A25A7677254F1F99FFDE4BAF13ACBDC5D9F2056E52B65C1228B93883CBD3120F
D9E4448F965D5498E5DA4445F4B191F79763F5FFBDA70B616A00EEBA0B6888F9F91E4EAE3A731A7F4044F9930F2FD4CCD65E9CA08648003F80AD4418E3E83E9A7ACC6696F809504420118CA186064AFCA07D22AE96726D0B7A8E58E9CFA4DFFB0BD5E982BECF889D250BBA8EFFAEB674C58DDA554DBD0E1972E846BBA347075E8196D08CC5D9173FAD91C9F5F609F3C8DB4162E8D06CACACB72EBBA2351DF2BF1D32423925BE11D334B1F7203EA6F30C0C0EAFE3392A798956B40089AA356B8A932E2B60AF888A49CB
56DC85ADBFD5BAC0748C02605C8C395F238A22B959FE9F0E49B77541D6398BCCD6EB02B30B4A91F07CDBA6DC4FB32B55226F47E454449DB23780537A12F1FFB395DEA05A8AA78A4F9946B074DF95B31B4B86DEE1B2492D03D886C1B01E444F34633D6015AC1CA90A7C6513855DB5A1C7B2F57DC8BDC2B9100D4C2BCF6628C0A12AF2AB7FC67806E97AFABB42EC46A4FFEBCE555B0AC2F64D8034A7FC36407721C4B0F3B4F3D16113990D043564E89B3D54E92366F88713AC3E28139FA71ECFAD17BC622CCA8BE58AA4
4D3EBFF06F49DDE7DDC37035E984CBEE06AB4D1FFB440B821A15651B915E1006402BF87342190932387FCF33EB79DB73E38EBF34039E799279D7C153446AFB3C4DBC5C375288F3F7C553B296B44A61F867DCF8952BF26A2D64B05A24DEBA1664BFE73AD12CDDA3756276D23B350308DCCE491417360FCA06CF1D497B4AA75EB700A788869F2FC357D8B1D153715A6F50985577A0FD1E35BF04A8AAFA1D0972D1D8FD3DE8A65DE81D40C4A1B0C8D7C6CD0EB55F7C2A3FCA1D454B74451E806452888033B2772F9C699F
C28A4BAC9E862F7DFCA301B788F1A51C44BFAA311FF93740CCD6F29D08BE0F6932E691EB43586925283D58599AED5F98114911D4C05AC4148CAC65F9AF0BF76433245A27B32D3FEBF5952C47E96626CC22A3264255A24E03A020A505D8440F16228C2190DDD0017A60D34144BECC33AFE20B56928FC199E9D9C30ABCF4927DA1A9AE1558A5702BB1B7127DE35249215F49763AD75C543D8EDF6781A949A75C7C78D422256A72318E1A45B1E587A2D502F5CA611DED7DDCF443FDD78E808A9C6EDFDDDC924BA5CA9EEC
C664D66C1B3E4A60A398ECB3C4CD3C9F7851270F05543794E2F88E06BF670889AC8602A2BBAD12D218E7B78924BBB7FD60ECE42B458FC6773F9E75B37D6BFE14A3979B6EB42157263DAFEB70F729868335C95D39E2EED0215F555CE879E325B17754D46F9DAD318E1AC50C7084A71E3184A729470D80D9CEE2768D2370FB7BD2F2008B0AF62A3A08B620C6E9206D7463FEE01631D796E240968237EFBE17A4F170D92D1F9CBB26BC0861E0C1F58F77F66453D437A50DB6D0D5F2E324121FF63311B65371C6EEB36E69
05F588F28F34A7B0EB57BF4368F26C9E86CC3AFDF6CD7167F5D9E3EF766E3E614E7D5DD6E145C36F314FEA99ECEBA54B846D4D8221882BE64FBFEE85647730885087B65F292229400FB23492929CE963191036FDD83C691BA127ACE32130E33C3C5FB423F980D7462865A6CB18A21973CE32D89E7516E0E03F76B84E8FB50326D95E36B05CD7D0447B9FE86EDE386D8DAA7E8B082AF4EB18A7DAE77B3C950A4C83B68229E9192AFEFD01F51546EF2DF730CB499D904013E14B0F5B6B2D726DD4D1B20AFDF10B56A49A
55B0D95AB7678DEAE39A7458F68CA514A3CBA87F47EB83ECD9F81AA4052ABF161F222F6B2F679F39D0286DE59F4FB75261803635C524348390DC3D6B042E2F4607592174ADB571D8072846DE69123DC3985805F498BAA31C76C2E9EA52C120081D8B7F0C61C0701230B722645CFE883F9AC0ADEBD3B1938272C73E9A7C7E629EF9B64A26BE9E8672A0DAA274775B78BA7F9675FD692333F04B982636705AC061FCD0CDB19002726FCEED6102C7384DAB536D21A788B4C2A11ABDF77A2916E7D7320B809FD71D24AD51
56C0697D2769CCE8033A0D24A52FDAEF5C3FADC461F538AC0BFCBA57AB3DA633832F5B9B98F67DE6D3356B0207F06E72554AC2383EEFC7092858C36C12CE8AED27F10452C889A6C60836F49E88AA479B273F4378A3301B64DAA9195E036DB88522C94EB797E4EE3024B8454FBCEE702EA5D9DCB7B6F766FDBAA34CF185DF8AE361AC556F31E21679B020116AA9EA08008714859B3B98BA5B1D0376F8CCF2E5AC4311E82AD6853ECA05DCDD9C87D8606EE20FE779BC17D5D030885AE7D1671DB1026749EEEF22D30420
4CFBC6A52B97ECB72DB9A6851EBE69EDCFD21A37BD4540E7947D6B42BFAC69C2889858B1F5A739E22DE2A29E7CBA66A9D2473CB0672193D6BE087B40551BA16D7F32D7B163FE65B05B53982D0945FF5BF55DE45E0F0A6D1EAF79D55ABA5FAABD40467E2F5F7517832E98F63B29DA2A5A6747B0513B97745CCF4EACB0858E4319E5EB4D45F2A8795A3E133256565F31D6532F85603D5731DB39FB097C1775835B843451416573994A0B6A3202804D870F868BAF3112E889B2EF8F5BC928492FF15E5E597F9FB64A3112
2168F6372B98DA557B9DF246B4F61EDFADA4A5A7DD414E6F2E17CCD7F95C6EBBEA2B91079C22D1B5A7114F27BB5C3705FBB28C99486B35D32127360212F0B685AB3C06F06FED57EE63BA5D08D91C863204BB8EB5453C3BF32E1E5714A664BEF58F16C747C1FF920D674D3353EF8E3F55D84C958A26D05F3D4FB82A55EF887B34B547647DEF1D8816A6E3EEBCDB91D20EFAAC5A500C368494F2B3846F69CCCB48EBD4B06D4329D8A85422BE1BD2F0ADBEBBA3A2F3E2A5D8EDCADC856E9263841EE18120992852668FB4
449CD3D74276939F5EAA292659626E0CEE3490F528A7E53818104A176213509DCD88C64AAF0446BB0A2883DEA5C54BA4779A0767A746F79F72F72AE3899A83991957586BCA101F7E4DE87520FEE0BFD82E7C7731628807B33DDDA0B0EB2D34604FA9D12A547E5827ECFF9E64352DB10960CB3B117AB2C837FA81829B21A271100CE7E7FD0518D4D352051F16AF38656E9775E4118FC50E21182088819B78606CF5F063DCF08DA5B7D533A3B71369BFE77D682D87C74D4245FD9926D5317B6DEB288B220D1EF7309908
FA85A07EB2B96D5A2A4D527DEDCE5F1AA1DD1B6DFF61E1B10DCB6CF2B913BA6EC61DAD73B644D3A754BE943F77A237D5DBF677AD11F6F9C5FB03664C217175FA95702E69FF35B4CE30B2BC673A7AB4A0B1469AAA122E4F4D3F9828C3AD7EA26DE31D0758863158C19801E7D96F3E805A45F45E71DB416D893AEB03F8CD39EB842C56383E13A826B1D81F89CA3783D7B935AF96ADD02DC15496F4D7232A463149B9A8B272F017F21632B675A008A11D19E0DE2E7026245ADA9D6DBA168D6A1DBEA1491E0DD5B3F56584
B9E1D0E1E7DD89383226F07FB3B07687D2AD646149E5BA39D6567BF954DDA0F72A0B541F596A44AF270AF0C72E8FD60A8AEE316E6C283D7A27E80C564F7597FAAA7093D02D5BAC8C00D7847C44426D1F9D0E9A5B930AFEFBD44EB103DCE64728D714E35FD3E56061D9682BD81A9FC41AC30CDE46FA5824CB72615BDD37F2230660E20460DA93E07B3290D13FAF954DE1379AF60F5F4579F964C423B71302660AC966F6D335A4B9BA08C6D60DE6F8296590C920CB36CCDB0BE842EBC070DE96CFD4DCA31D4DC45AC6A5
5E77B0D819DF4691A11C228143BDF7480F6847F1E558B31A035386777505EDF2EB6D91DF28FDB24563E5A9345A148C91534B6D4336F63C634554A46188DA9E49B80081FB268FA32A3D89EC898F7EE62CC7D64BB1C0695E070D1C464541DFDC623D0457CBB25C90ECC387FF07D37BFE7731C1A6EF0EFF70AC1EF7E8D26AC47EE8AE5D3BD523511B1FC953655CBD2433E12859B8E721E54C4C81EF4372D8892B27058D5B957318B1452209344E7FC21CCC2F75FAFEEC1697DD3603947320B996FCBC65094498589B6171
7E5D64D4101818C6E03E75CA1DEFBCCAC97D267E50239CF58294EE8006807B2C3D97078ECE6E983B951141733871B45A1D3899246D98D1395A5BAF1964C95B1AFEDF668DFC9D5F94465240CD9D49D576143454876DA4FC98802F347FF69ECF406C833D17D4A18ADB4895132E770577E7D39D6FAB267375BA9F5C7C77162159190911BC71578AE1C8121285B215C5F9B1E3CD88BABFBF228F9280C35ECF1851A115CE8A38C6FFE656B83BECAAFFD874F5B720EF18EA57D981CB1AC469F30071E1A4BC709FEF988E6E1E
4717FF7C37CE52DDB878B4A8F24F4B11482322AFC22AB5705C73594A8EAB4A370BE733F51B40E29AB1F8C5EBE1137B319505CEA62DECA5E338A89CD2C8750664246E7BFB3C38B30860A951920CC6AD6E089D4C656527DD7BA68C76157391770D99B15BE8FACEC17F8943EBF6A3DB839ABA7001C37B3112C6F5614916D9123B75BDC71FDA7D6ABB53CAA8621D6A0130E38F2B929B211CA4B53427B1063F2CF3978E52FB9ACD74C6F721455512EF30600B66B8DA6A7D56C43C8790DB84A6043DC03BD38B6CA0CC504271
35EFB50227B9C8B804D8C9E58CB78309E4F3AEC20C5A7DCE18C1C7171478D39CF532F057ABA7E5DB19D35BD51DA63EB05A6A15312F8FA3ED2637699BD1803A14961CCF49DC061B3BBA30AF017699BD2D2D38C7DE1EAA45B54CD51B9C57C80AE675E4521B49B5D7778C1EDA3B45B19EF04AA936955D00835328B61BF1220B6BC49CCBD1EDD0D90F18E879A859E3E20E9C3A7F3860D7125EDE6FE67CD3EF12783DBE274EFF59B348681BF3A8D2D297AEDF9E4A265C0D6D63271007874B17145792869127C6659696AB31
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cleartomark
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cleartomark
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25 dict begin
/FontName /TimesNewRomanPSMT def
/Encoding 256 array
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dup 32 /space put
dup 33 /exclam put
dup 34 /quotedbl put
dup 35 /numbersign put
dup 36 /dollar put
dup 37 /percent put
dup 38 /ampersand put
dup 39 /quotesingle put
dup 40 /parenleft put
dup 41 /parenright put
dup 42 /asterisk put
dup 43 /plus put
dup 44 /comma put
dup 45 /hyphen put
dup 46 /period put
dup 47 /slash put
dup 48 /zero put
dup 49 /one put
dup 50 /two put
dup 51 /three put
dup 52 /four put
dup 53 /five put
dup 54 /six put
dup 55 /seven put
dup 56 /eight put
dup 57 /nine put
dup 58 /colon put
dup 59 /semicolon put
dup 60 /less put
dup 61 /equal put
dup 62 /greater put
dup 63 /question put
dup 64 /at put
dup 65 /A put
dup 66 /B put
dup 67 /C put
dup 68 /D put
dup 69 /E put
dup 70 /F put
dup 71 /G put
dup 72 /H put
dup 73 /I put
dup 74 /J put
dup 75 /K put
dup 76 /L put
dup 77 /M put
dup 78 /N put
dup 79 /O put
dup 80 /P put
dup 81 /Q put
dup 82 /R put
dup 83 /S put
dup 84 /T put
dup 85 /U put
dup 86 /V put
dup 87 /W put
dup 88 /X put
dup 89 /Y put
dup 90 /Z put
dup 91 /bracketleft put
dup 92 /backslash put
dup 93 /bracketright put
dup 94 /asciicircum put
dup 95 /underscore put
dup 96 /grave put
dup 97 /a put
dup 98 /b put
dup 99 /c put
dup 100 /d put
dup 101 /e put
dup 102 /f put
dup 103 /g put
dup 104 /h put
dup 105 /i put
dup 106 /j put
dup 107 /k put
dup 108 /l put
dup 109 /m put
dup 110 /n put
dup 111 /o put
dup 112 /p put
dup 113 /q put
dup 114 /r put
dup 115 /s put
dup 116 /t put
dup 117 /u put
dup 118 /v put
dup 119 /w put
dup 120 /x put
dup 121 /y put
dup 122 /z put
dup 123 /braceleft put
dup 124 /bar put
dup 125 /braceright put
dup 126 /asciitilde put
dup 128 /Adieresis put
dup 129 /Aring put
dup 130 /Ccedilla put
dup 131 /Eacute put
dup 132 /Ntilde put
dup 133 /Odieresis put
dup 134 /Udieresis put
dup 135 /aacute put
dup 136 /agrave put
dup 137 /acircumflex put
dup 138 /adieresis put
dup 139 /atilde put
dup 140 /aring put
dup 141 /ccedilla put
dup 142 /eacute put
dup 143 /egrave put
dup 144 /ecircumflex put
dup 145 /edieresis put
dup 146 /iacute put
dup 147 /igrave put
dup 148 /icircumflex put
dup 149 /idieresis put
dup 150 /ntilde put
dup 151 /oacute put
dup 152 /ograve put
dup 153 /ocircumflex put
dup 154 /odieresis put
dup 155 /otilde put
dup 156 /uacute put
dup 157 /ugrave put
dup 158 /ucircumflex put
dup 159 /udieresis put
dup 160 /dagger put
dup 161 /degree put
dup 162 /cent put
dup 163 /sterling put
dup 164 /section put
dup 165 /bullet put
dup 166 /paragraph put
dup 167 /germandbls put
dup 168 /registered put
dup 169 /copyright put
dup 170 /trademark put
dup 171 /acute put
dup 172 /dieresis put
dup 173 /notequal put
dup 174 /AE put
dup 175 /Oslash put
dup 176 /infinity put
dup 177 /plusminus put
dup 178 /lessequal put
dup 179 /greaterequal put
dup 180 /yen put
dup 181 /mu put
dup 182 /partialdiff put
dup 183 /summation put
dup 184 /product put
dup 185 /pi put
dup 186 /integral put
dup 187 /ordfeminine put
dup 188 /ordmasculine put
dup 189 /Omega put
dup 190 /ae put
dup 191 /oslash put
dup 192 /questiondown put
dup 193 /exclamdown put
dup 194 /logicalnot put
dup 195 /radical put
dup 196 /florin put
dup 197 /approxequal put
dup 198 /Delta put
dup 199 /guillemotleft put
dup 200 /guillemotright put
dup 201 /ellipsis put
dup 202 /space put
dup 203 /Agrave put
dup 204 /Atilde put
dup 205 /Otilde put
dup 206 /OE put
dup 207 /oe put
dup 208 /endash put
dup 209 /emdash put
dup 210 /quotedblleft put
dup 211 /quotedblright put
dup 212 /quoteleft put
dup 213 /quoteright put
dup 214 /divide put
dup 215 /lozenge put
dup 216 /ydieresis put
dup 217 /Ydieresis put
dup 218 /fraction put
dup 219 /currency put
dup 220 /guilsinglleft put
dup 221 /guilsinglright put
dup 222 /fi put
dup 223 /fl put
dup 224 /daggerdbl put
dup 225 /periodcentered put
dup 226 /quotesinglbase put
dup 227 /quotedblbase put
dup 228 /perthousand put
dup 229 /Acircumflex put
dup 230 /Ecircumflex put
dup 231 /Aacute put
dup 232 /Edieresis put
dup 233 /Egrave put
dup 234 /Iacute put
dup 235 /Icircumflex put
dup 236 /Idieresis put
dup 237 /Igrave put
dup 238 /Oacute put
dup 239 /Ocircumflex put
dup 241 /Ograve put
dup 242 /Uacute put
dup 243 /Ucircumflex put
dup 244 /Ugrave put
dup 245 /dotlessi put
dup 246 /circumflex put
dup 247 /tilde put
dup 248 /macron put
dup 249 /breve put
dup 250 /dotaccent put
dup 251 /ring put
dup 252 /cedilla put
dup 253 /hungarumlaut put
dup 254 /ogonek put
dup 255 /caron put
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/comma 15 def/hyphen 16 def/period 17 def/slash 18 def/zero 19 def/one 20 def/two 21 def/three 22 def

/four 23 def/five 24 def/six 25 def/seven 26 def/eight 27 def/nine 28 def/colon 29 def/semicolon 30 def

/less 31 def/equal 32 def/greater 33 def/question 34 def/at 35 def/A 36 def/B 37 def/C 38 def

/D 39 def/E 40 def/F 41 def/G 42 def/H 43 def/I 44 def/J 45 def/K 46 def

/L 47 def/M 48 def/N 49 def/O 50 def/P 51 def/Q 52 def/R 53 def/S 54 def

/T 55 def/U 56 def/V 57 def/W 58 def/X 59 def/Y 60 def/Z 61 def/bracketleft 62 def

/backslash 63 def/bracketright 64 def/asciicircum 65 def/underscore 66 def/grave 67 def/a 68 def/b 69 def/c 70 def

/d 71 def/e 72 def/f 73 def/g 74 def/h 75 def/i 76 def/j 77 def/k 78 def

/l 79 def/m 80 def/n 81 def/o 82 def/p 83 def/q 84 def/r 85 def/s 86 def

/t 87 def/u 88 def/v 89 def/w 90 def/x 91 def/y 92 def/z 93 def/braceleft 94 def

/bar 95 def/braceright 96 def/asciitilde 97 def/Adieresis 98 def/Aring 99 def/Ccedilla 100 def/Eacute 101 def/Ntilde 102 def

/Odieresis 103 def/Udieresis 104 def/aacute 105 def/agrave 106 def/acircumflex 107 def/adieresis 108 def/atilde 109 def/aring 110 def

/ccedilla 111 def/eacute 112 def/egrave 113 def/ecircumflex 114 def/edieresis 115 def/iacute 116 def/igrave 117 def/icircumflex 118 def

/idieresis 119 def/ntilde 120 def/oacute 121 def/ograve 122 def/ocircumflex 123 def/odieresis 124 def/otilde 125 def/uacute 126 def

/ugrave 127 def/ucircumflex 128 def/udieresis 129 def/dagger 130 def/degree 131 def/cent 132 def/sterling 133 def/section 134 def

/bullet 135 def/paragraph 136 def/germandbls 137 def/registered 138 def/copyright 139 def/trademark 140 def/acute 141 def/dieresis 142 def

/notequal 143 def/AE 144 def/Oslash 145 def/infinity 146 def/plusminus 147 def/lessequal 148 def/greaterequal 149 def/yen 150 def

/mu 151 def/partialdiff 152 def/summation 153 def/product 154 def/pi 155 def/integral 156 def/ordfeminine 157 def/ordmasculine 158 def

/Omega 159 def/ae 160 def/oslash 161 def/questiondown 162 def/exclamdown 163 def/logicalnot 164 def/radical 165 def/florin 166 def

/approxequal 167 def/Delta 168 def/guillemotleft 169 def/guillemotright 170 def/ellipsis 171 def/Agrave 172 def/Atilde 173 def/Otilde 174 def

/OE 175 def/oe 176 def/endash 177 def/emdash 178 def/quotedblleft 179 def/quotedblright 180 def/quoteleft 181 def/quoteright 182 def

/divide 183 def/lozenge 184 def/ydieresis 185 def/Ydieresis 186 def/fraction 187 def/currency 188 def/guilsinglleft 189 def/guilsinglright 190 def

/fi 191 def/fl 192 def/daggerdbl 193 def/periodcentered 194 def/quotesinglbase 195 def/quotedblbase 196 def/perthousand 197 def/Acircumflex 198 def

/Ecircumflex 199 def/Aacute 200 def/Edieresis 201 def/Egrave 202 def/Iacute 203 def/Icircumflex 204 def/Idieresis 205 def/Igrave 206 def

/Oacute 207 def/Ocircumflex 208 def/Ograve 209 def/Uacute 210 def/Ucircumflex 211 def/Ugrave 212 def/dotlessi 213 def/circumflex 214 def

/tilde 215 def/macron 216 def/breve 217 def/dotaccent 218 def/ring 219 def/cedilla 220 def/hungarumlaut 221 def/ogonek 222 def

/caron 223 def/Scaron 224 def/scaron 225 def/brokenbar 226 def/Eth 227 def/eth 228 def/Yacute 229 def/yacute 230 def

/Thorn 231 def/thorn 232 def/multiply 233 def/onesuperior 234 def/twosuperior 235 def/threesuperior 236 def/onehalf 237 def/onequarter 238 def

/threequarters 239 def end readonly def
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currentdict dup/FontName get exch definefont pop
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currentdict
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11.204 1.12(Process Scheduling)J
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1.088(Goal)A
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2.156 .216(given the CPU next? This is the province of )J
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2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
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3.312 .331(October 16, 1992)J
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2.591 .259(: in a batch system, often more jobs are submitted than)J
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3.02 .302(into memory.  So it controls the degree of multiprogramming, )J
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2.594 .259(the number of processes in memory.)J
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2.971 .297(.  \(Context switching also must be very fast)J
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3.284 .328(s.  Many machines have special-purpose)J
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2.399 .24(The system should try to balance CPU-bound and I/O-bound jobs.)J
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2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
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3.312 .331(October 16, 1992)J
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6.397 .64(Scheduling Considerations and Overview)J
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1.726 .173(These choose which process goes next.  Which one is used depends)J
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2.946 .295(on what is wanted from the system; possible measures are:)J
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.805(throughput)A
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2.308 .231(; get the most work done in a given time)J
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.781(turnaround)A
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2.686 .269(;  complete jobs as soon as possible after submission)J
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.931(response)A
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2.819 .282(;  minimize the amount of time from submission to the)J
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3.44 .344(first response \(called the )J
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2.885 .288(\); this interval does )J
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1.434(not)A
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3.163 .316(include the time to output the response)J
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3.307 .331(resource use)J
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1.959 .196(;  keep each type of resource assigned to some)J
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2.789 .279(process as much as possible, but avoid waiting too long for)J
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5.128 .513(certain resources.)J
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5.3 .53(waiting time)J
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3.204 .32(;  minimize the amount of time the process sits in)J
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2.008 .201(the ready queue)J
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1.005(consistency)A
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3.584 .358(predictable manner that doesn't vary greatly over time.)J
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2.617 .262(In the process of scheduling, the processes being considered must be)J
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2.962 .296(distinguished upon many parameters, among them)J
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1.653(priority)A
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3.03 .303(running time, resources used so far)J
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1.264(interactive/non-interactive)A
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4.513 .451(time spent waiting for service)J
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3.419 .342(To demonstrate how algorithms work, we'll use this set of jobs:)J
218 428 :M
6.411 .641(Arrival Time)J
325 428 :M
4.385 .438(Service Time)J
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(A)S
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(0)S
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2.125(10)A
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(B)S
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(1)S
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2.125(29)A
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(C)S
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(2)S
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(3)S
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(D)S
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(3)S
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(7)S
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2.125(12)A
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3.045 .304(and measure 3 quantities:)J
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3.241 .324(turnaround time: time the process is present in the system)J
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3.811 .381(T = finish time - arrival time)J
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3.216 .322(waiting time: time the process is present and not running)J
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2.425 .243(W = T - service time)J
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4.188 .419(response ratio \(sometimes called the \322penalty ratio\323\): the factor)J
78 608 :M
2.955 .296(by which the processing rate is reduced, from the user's point of)J
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1.144(view:)A
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(T)S
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1.748(\312service\312time)A
92 240 641.5 @c
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.533 .053( )J
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3.312 .331(October 16, 1992)J
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7.852 .785(Characterization of Scheduling Algorithms)J
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1.393 .139(                                )J
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1.46 .146(  )J
gR
f214 sf
gS 0 0 552 730 rC
60 83 :M
3.435 .344(decision mode)J
f138 sf
78 98 :M
2.424 .242(This is )J
f214 sf
1.064(non-preemptive)A
f138 sf
2.731 .273( if a process runs until it blocks or)J
60 113 :M
3.526 .353(completes; at no time during its run will the operating system)J
60 128 :M
2.721 .272(replace it with another job.  It is )J
f214 sf
1.11(preemptive)A
f138 sf
3.683 .368( if the operating system)J
60 143 :M
3.453 .345(can interrupt the currently running process to start another one.)J

f214 sf
60 158 :M
7.85 .785(priority function)J
f138 sf
78 173 :M
3.508 .351(This is a mathematical )J
3.688 .369(function which assigns a priority to the)J
60 188 :M
3.604 .36(process; the process with the highest \(numerical\) priority goes next.)J
60 203 :M
3.295 .329(The function usually involves the service time so far )J
f214 sf
1.141(a)A
f138 sf
2.825 .283(, the real time)J
60 218 :M
2.78 .278(spent in the system so far )J
f214 sf
.69(r)A
f138 sf
3.05 .305(, and the total required service time )J
f214 sf
.576(t)A
f138 sf
(.)S
f214 sf
60 233 :M
7.307 .731(arbitration rule)J
f138 sf
78 248 :M
3.198 .32(If two processes have the same priority, this rule states how one)J
60 263 :M
2.914 .291(of them is selected to run.)J
endp
showpage
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gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
484 722 :M
(5)S
f184 sf
180 53 :M
6.768 .677(The Scheduling Algorithms)J
f227 sf
12.48 u227 :p
180 0 192 730 rC
180 53 :M
160 :m
1.393 .139(                                )J
30 :m
1.415 .141(      )J
367 53 :M
10 :m
1.46 .146(  )J
gR
f214 sf
gS 0 0 552 730 rC
60 83 :M
2.495 .249(First Come, First Served \(FCFS\))J
f138 sf
96 98 :M
3.082 .308(decision mode:)J
213 98 :M
.871(non-preemptive)A
96 113 :M
7.386 .739(priority function:)J
213 113 :M
2.067 .207(p\(a, r, t\) = r)J
96 128 :M
6.846 .685(arbitration rule:)J
213 128 :M
.541(random)A
109 131 54 15 rC
114 143 :M
1.08(service)A
gR
f138 sf
gS 0 0 552 730 rC
123 158 :M
1.811(time)A
170 143 :M
1.507(arrival)A
177 158 :M
1.811(time)A
229 143 :M
1.934(start)A
271 131 54 15 rC
281 143 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 143 :M
(T)S
402 143 :M
(W)S
457 143 :M
(R)S
79 173 :M
(A)S
129 173 :M
2.125(10)A
182 173 :M
(0)S
236 173 :M
(0)S
287 173 :M
2.125(10)A
341 173 :M
2.125(10)A
403 173 :M
(0)S
457 173 :M
.829(1.0)A
79 188 :M
(B)S
129 188 :M
2.125(29)A
182 188 :M
(1)S
228 188 :M
2.125(10)A
287 188 :M
2.125(39)A
341 188 :M
2.125(38)A
403 188 :M
(9)S
457 188 :M
.829(1.3)A
79 203 :M
(C)S
137 203 :M
(3)S
182 203 :M
(2)S
228 203 :M
2.125(39)A
287 203 :M
2.125(42)A
341 203 :M
2.125(40)A
395 203 :M
2.125(37)A
449 203 :M
.907(13.3)A
79 218 :M
(D)S
137 218 :M
(7)S
182 218 :M
(3)S
228 218 :M
2.125(42)A
287 218 :M
2.125(49)A
341 218 :M
2.125(46)A
395 218 :M
2.125(39)A
457 218 :M
.829(6.6)A
80 233 :M
(E)S
129 233 :M
2.125(12)A
182 233 :M
(4)S
228 233 :M
2.125(49)A
287 233 :M
2.125(61)A
341 233 :M
2.125(57)A
395 233 :M
2.125(45)A
457 233 :M
.829(4.8)A
f214 sf
67 248 :M
.265(mean)A
f138 sf
341 248 :M
.907(38.2)A
395 248 :M
2.125(26)A
457 248 :M
.829(5.4)A
60 263 :M
2.673 .267(A potential problem is when a short job )J
2.658 .266(follows  a long one:)J
109 266 54 15 rC
114 278 :M
1.08(service)A
gR
gS 0 0 552 730 rC
123 293 :M
1.811(time)A
170 278 :M
1.507(arrival)A
177 293 :M
1.811(time)A
229 278 :M
1.934(start)A
271 266 54 15 rC
281 278 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 278 :M
(T)S
402 278 :M
(W)S
463 278 :M
(R)S
77 308 :M
1.293(A')A
114 308 :M
1.416(1000)A
182 308 :M
(0)S
250 308 :M
(0)S
276 308 :M
1.416(1000)A
330 308 :M
1.416(1000)A
403 308 :M
(0)S
470 308 :M
.829(1.0)A
78 323 :M
.293(B')A
137 323 :M
(1)S
182 323 :M
(1)S
226 323 :M
1.416(1000)A
276 323 :M
1.416(1001)A
330 323 :M
1.416(1000)A
387 323 :M
1.593(999)A
446 323 :M
.969(1000.0)A
78 353 :M
3.354 .335(Gantt Chart:)J
:ckcs
1 G
60 356 468 59 rC
72 376 73 37 rF
:ckcs
0 G
72.5 376.5 72 36 rS
:ckcs
1 G
144 376 208 37 rF
:ckcs
0 G
144.5 376.5 207 36 rS
:ckcs
1 G
351 376 28 37 rF
:ckcs
0 G
351.5 376.5 27 36 rS
:ckcs
1 G
378 376 55 37 rF
:ckcs
0 G
378.5 376.5 54 36 rS
:ckcs
1 G
432 376 82 37 rF
:ckcs
0 G
432.5 376.5 81 36 rS
105 398 :M
(A)S
240 397 :M
(B)S
363 397 :M
(C)S
399 397 :M
(D)S
469 397 :M
(E)S
69 371 :M
(0)S
136 371 :M
2.125(10)A
343 371 :M
2.125(39)A
370 371 :M
2.125(42)A
424 371 :M
2.125(49)A
505 371 :M
2.125(61)A
gR
gS 0 0 552 730 rC
60 427 :M
2.179 .218(Basically, long processes love FCFS, but short ones seem to be much)J
60 442 :M
1.081(slower.)A
endp
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gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
484 722 :M
(6)S
f214 sf
60 53 :M
2.941 .294(Shortest Job Next \(SJN\), Shortest Job First \(SJF\), Shortest Process)J
60 68 :M
1.534 .153(Next \(SPN\))J
f138 sf
78 83 :M
2.987 .299(As an estimate of the total service time )J
3.918 .392(neded is required, this)J
60 98 :M
3.387 .339(algorithm is usually used in batch systems.)J
96 113 :M
3.082 .308(decision mode:)J
213 113 :M
.871(non-preemptive)A
96 128 :M
7.386 .739(priority function:)J
213 128 :M
1.982 .198(p\(a, r, t\) = \320t)J
96 143 :M
6.846 .685(arbitration rule:)J
213 143 :M
3.851 .385(chronological or random)J
109 146 54 15 rC
114 158 :M
1.08(service)A
gR
f138 sf
gS 0 0 552 730 rC
123 173 :M
1.811(time)A
170 158 :M
1.507(arrival)A
177 173 :M
1.811(time)A
229 158 :M
1.934(start)A
271 146 54 15 rC
281 158 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 158 :M
(T)S
402 158 :M
(W)S
457 158 :M
(R)S
79 188 :M
(A)S
129 188 :M
2.125(10)A
182 188 :M
(0)S
236 188 :M
(0)S
287 188 :M
2.125(10)A
341 188 :M
2.125(10)A
403 188 :M
(0)S
457 188 :M
.829(1.0)A
79 203 :M
(B)S
129 203 :M
2.125(29)A
182 203 :M
(1)S
228 203 :M
2.125(32)A
287 203 :M
2.125(61)A
341 203 :M
2.125(60)A
395 203 :M
2.125(31)A
457 203 :M
.829(2.1)A
79 218 :M
(C)S
137 218 :M
(3)S
182 218 :M
(2)S
228 218 :M
2.125(10)A
287 218 :M
2.125(13)A
341 218 :M
2.125(11)A
403 218 :M
(8)S
457 218 :M
.829(3.7)A
79 233 :M
(D)S
137 233 :M
(7)S
182 233 :M
(3)S
228 233 :M
2.125(13)A
287 233 :M
2.125(20)A
341 233 :M
2.125(17)A
395 233 :M
2.125(39)A
457 233 :M
.829(2.4)A
80 248 :M
(E)S
129 248 :M
2.125(12)A
182 248 :M
(4)S
228 248 :M
2.125(20)A
287 248 :M
2.125(32)A
341 248 :M
2.125(28)A
395 248 :M
2.125(10)A
457 248 :M
.829(2.3)A
f214 sf
67 263 :M
.265(mean)A
f138 sf
341 263 :M
.907(25.2)A
395 263 :M
.907(17.6)A
457 263 :M
.829(2.3)A
f287 sf
60 278 :M
.84(Claim)A
f300 sf
.429(:)A
f138 sf
2.596 .26( Shortest Job )J
3.692 .369(First gives the smallest average turnaround time)J
60 293 :M
4.23 .423(T out of all non-preemptive priority functions.)J
f287 sf
60 308 :M
.716(Proof)A
f300 sf
.381(:)A
f138 sf
2.296 .23( Suppose n jobs arrive at the same time, with t)J
f313 sf
0 2 rm
.686(1)A
0 -2 rm
f138 sf
.948 .095( )J
cF
f274 sf
.095(\243)A
setfont
.948 .095( t)J
f313 sf
0 2 rm
.686(2)A
0 -2 rm
f138 sf
1.196 .12( )J
cF
f274 sf
.12(\243)A
setfont
1.196 .12( \311 )J
cF
f274 sf
.12(\243)A
setfont
1.196 .12( t)J
f313 sf
0 2 rm
.686(n)A
0 -2 rm
f138 sf
(.)S
60 324 :M
2.579 .258(Then )J
.616(T\(t)A
f313 sf
0 2 rm
.631(1)A
0 -2 rm
f138 sf
1.059 .106(\) = t)J
f313 sf
0 2 rm
.631(1)A
0 -2 rm
f138 sf
1.793 .179(, T\(t)J
f313 sf
0 2 rm
.631(2)A
0 -2 rm
f138 sf
1.059 .106(\) = t)J
f313 sf
0 2 rm
.631(1)A
0 -2 rm
f138 sf
.894 .089( + t)J
f313 sf
0 2 rm
.631(2)A
0 -2 rm
f138 sf
2.757 .276(, \311, hence the average turnaround time)J
60 340 :M
2.99(is)A
243 361 :M
1.303(T)A
f300 sf
0 3 rm
.938(av)A
0 -3 rm
f138 sf
1.057 .106( = )J
f326 sf
1.82(S)A
f339 sf
0 3 rm
.74 .074(i )J
0 -3 rm
f214 sf
.533(it)A
f339 sf
0 3 rm
(i)S
0 -3 rm
f138 sf
60 379 :M
1.79 .179(Now suppose t)J
f313 sf
0 2 rm
.372(a)A
0 -2 rm
f138 sf
.859 .086( and t)J
f313 sf
0 2 rm
.372(b)A
0 -2 rm
f138 sf
1.241 .124(, a < b, are swapped.  The new average)J
60 395 :M
4.127 .413(turnaround time is:)J
69 398 414 38 rC
82 421 :M
.533 .053( )J
82 421 :M
.388(T)A
.121(')A
f300 sf
0 7 rm
.294(a)A
0 -7 rm
0 7 rm
.264(v)A
0 -7 rm
f138 sf
.16 .016( )J
.371(=)A
.176 .018( )J
.429 lw
10.429 119 417.214 @c
120 431 :M
(n)S
120 415 :M
(1)S
129 421 :M
.322 .032( )J
.424<28>A
.708(n)A
.354(t)A
f300 sf
0 7 rm
.59(1)A
0 -7 rm
f138 sf
.322 .032( )J
.744(+)A
.322 .032( )J
.424<28>A
.708(n)A
.424(-)A
.708(1)A
.424<29>A
.354(t)A
f300 sf
0 7 rm
.59(2)A
0 -7 rm
f138 sf
.322 .032( )J
.744(+)A
.322 .032( )J
1.274(\311)A
.322 .032( )J
.744(+)A
.322 .032( )J
.424<28>A
.708(n)A
.424(-)A
.708(a)A
.744(+)A
.708(1)A
.424<29>A
.354(t)A
f300 sf
0 7 rm
.59(b)A
0 -7 rm
f138 sf
.322 .032( )J
.744(+)A
.322 .032( )J
1.274(\311)A
.322 .032( )J
.744(+)A
.322 .032( )J
.424<28>A
.708(n)A
.424(-)A
.708(b)A
.744(+)A
.708(1)A
.424<29>A
.354(t)A
f300 sf
0 7 rm
.59(a)A
0 -7 rm
f138 sf
.322 .032( )J
.744(+)A
.322 .032( )J
1.274(\311)A
.322 .032( )J
.744(+)A
.322 .032( )J
.354(t)A
f300 sf
0 7 rm
.59(n)A
0 -7 rm
f138 sf
<29>S
gR
gS 0 0 552 730 rC
60 448 :M
.822(so)A
69 451 414 38 rC
91 474 :M
.533 .053( )J
91 474 :M
.716(T)A
.224(')A
f300 sf
0 7 rm
.543(a)A
0 -7 rm
0 7 rm
.489(v)A
0 -7 rm
f138 sf
.296 .03( )J
.39(-)A
.296 .03( )J
.716(T)A
f300 sf
0 7 rm
.543(a)A
0 -7 rm
0 7 rm
.489(v)A
0 -7 rm
f138 sf
.296 .03( )J
.685(=)A
.326 .033( )J
.429 lw
10.429 162 470.214 @c
163 484 :M
(n)S
163 468 :M
(1)S
172 474 :M
.627 .063( )J
.827<28>A
.827<28>A
1.381(n)A
.827(-)A
1.381(a)A
1.451(+)A
1.381(1)A
.827<29>A
.69(t)A
f300 sf
0 7 rm
1.151(b)A
0 -7 rm
f138 sf
.627 .063( )J
(-)S
254 474 :M
.653<28>A
1.09(n)A
.653(-)A
1.09(b)A
1.145(+)A
1.09(1)A
.653<29>A
.545(t)A
f300 sf
0 7 rm
.909(a)A
0 -7 rm
f138 sf
.495 .05( )J
1.145(+)A
.495 .05( )J
.653<28>A
1.09(n)A
.653(-)A
1.09(a)A
1.145(+)A
1.09(1)A
.653<29>A
.545(t)A
f300 sf
0 7 rm
.909(a)A
0 -7 rm
f138 sf
.495 .05( )J
.653(-)A
.495 .05( )J
.653<28>A
1.09(n)A
.653(-)A
1.09(b)A
1.145(+)A
1.09(1)A
.653<29>A
.545(t)A
f300 sf
0 7 rm
.909(b)A
0 -7 rm
f138 sf
<29>S
gR
gS 0 0 552 730 rC
60 501 :M
.094(and)A
60 504 414 38 rC
86 527 :M
.533 .053( )J
86 527 :M
.716(T)A
.224(')A
f300 sf
0 7 rm
.543(a)A
0 -7 rm
0 7 rm
.489(v)A
0 -7 rm
f138 sf
.296 .03( )J
.39(-)A
.296 .03( )J
.716(T)A
f300 sf
0 7 rm
.543(a)A
0 -7 rm
0 7 rm
.489(v)A
0 -7 rm
f138 sf
.296 .03( )J
.685(=)A
.326 .033( )J
.429 lw
10.429 157 523.214 @c
158 537 :M
(n)S
158 521 :M
(1)S
167 527 :M
.746 .075( )J
.983<28>A
1.642(b)A
.983(-)A
1.642(a)A
.983<29>A
.983<28>A
.821(t)A
f300 sf
0 7 rm
1.368(b)A
0 -7 rm
f138 sf
.983(-)A
.821(t)A
f300 sf
0 7 rm
(a)S
0 -7 rm
f138 sf
239 527 :M
.404<29>A
.306 .031( )J
cF
f274 sf
.666(\263)A
setfont
.306 .031( )J
.674(0)A
.306 .031( )J
.306 .031( )J
.674(b)A
.674(e)A
.606(c)A
.674(a)A
.674(u)A
.606(s)A
.674(e)A
.306 .031( )J
.674(b)A
.306 .031( )J
cF
f274 sf
.666(\263)A
setfont
.306 .031( )J
.674(a)A
.306 .031( )J
.269(i)A
1.01(m)A
.674(p)A
.269(l)A
.269(i)A
.674(e)A
.606(s)A
.337 .034( )J
408 527 :M
.412(t)A
f300 sf
0 7 rm
.688(b)A
0 -7 rm
f138 sf
.375 .037( )J
cF
f274 sf
.815(\263)A
setfont
.375 .037( )J
.412(t)A
f300 sf
0 7 rm
.688(a)A
0 -7 rm
f138 sf
(.)S
gR
f214 sf
gS 0 0 552 730 rC
60 554 :M
.865(Problem)A
f138 sf
2.361 .236(: need to know service times into the future so you can run)J
60 569 :M
2.707 .271(the process with the shortest next CPU burst.  How does the short-)J
60 584 :M
2.259 .226(term scheduler choose the next process to run?  It can use a number)J
60 599 :M
5.051 .505(of different ways:)J
60 614 :M
(\245)S
78 614 :M
2.69 .269(Most accurate is to run all ready processes, time the CPU bursts,)J
78 629 :M
2.45 .245(and then schedule them \()J
f214 sf
.629(snicker)A
f138 sf
<29>S
60 644 :M
(\245)S
78 644 :M
2.57 .257(Characterize each process as CPU-bound or I/O-bound, and specify)J
78 659 :M
2.716 .272(for each an \322average service time needed\323 based upon timing)J
78 674 :M
2.396 .24(processes over a period of time and averaging.  Note that)J
endp
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%%EndPageSetup
gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
484 722 :M
(7)S
78 53 :M
3.331 .333(characteristics might change over a period of time; that is, a)J
78 68 :M
2.426 .243(process might be CPU-bound for a time, then I/O-bound, then CPU-)J
78 83 :M
2.132 .213(bound, etc.)J
60 98 :M
(\245)S
78 98 :M
3.642 .364(Compute th)J
2.273 .227(e expected time of the next CPU-burst as an)J
78 113 :M
2.878 .288(exponential average of previous CPU-bursts of the process. Let t)J
f313 sf
0 2 rm
(n)S
0 -2 rm
f138 sf
78 129 :M
1.983 .198(be the length of the n-)J
2.111 .211(th CPU burst, and )J
f384 sf
.398(t)A
f313 sf
0 2 rm
.631(n+1)A
0 -2 rm
f138 sf
2.735 .274( the expected length)J
78 145 :M
3.116 .312(of the next burst; then)J
f384 sf
223 160 :M
.39(t)A
f313 sf
0 2 rm
.618(n+1)A
0 -2 rm
f138 sf
.723 .072( = )J
f384 sf
.622(a)A
f138 sf
.405(t)A
f313 sf
0 2 rm
.608(n)A
0 -2 rm
f138 sf
1.324 .132( + \(1-)J
f384 sf
.622(a)A
f138 sf
.485<29>A
f384 sf
.39(t)A
f313 sf
0 2 rm
(n)S
0 -2 rm
f138 sf
78 176 :M
3.364 .336(where )J
f384 sf
.766(a)A
f138 sf
2.901 .29( is a parameter indicating how much to count past history)J
78 197 :M
2.422 .242(\(usually chosen around )J
f313 sf
0 -8 rm
(1)S
0 8 rm
223 202 :M
(2)S
7 223 191.5 @c
f138 sf
229 197 :M
.571 .057( )J
<29>S
f384 sf
78 216 :M
.304(a)A
f138 sf
.526 .053( = 1)J
132 216 :M
3.111 .311(the estimate is simply the length of the last CPU burst)J
f384 sf
78 231 :M
.304(a)A
f138 sf
.526 .053( = 0)J
132 231 :M
4.352 .435(the estimate is the initial estimate holds)J
78 234 406 320 rC
217 144.5 255 @w
307 144 471.5 @c
127 259 :M
2.125(12)A
127 295 :M
2.125(10)A
132 331 :M
(8)S
132 367 :M
(6)S
132 403 :M
(4)S
132 439 :M
(2)S
132 475 :M
(0)S
141 484 :M
(0)S
177 484 :M
(1)S
213 484 :M
(2)S
249 484 :M
(3)S
285 484 :M
(4)S
321 484 :M
(5)S
357 484 :M
(6)S
393 484 :M
(7)S
429 484 :M
(8)S
87 340 :M
1.316(burst)A
84 356 :M
1.002(length)A
37 144 363.5 @c
37 180.5 363 @w
37 180 399.5 @c
37 216.5 363 @w
37 216 363.5 @c
37 252.5 363 @w
37 252 399.5 @c
163 288.5 237 @w
145 288 237.5 @c
307 421 :M
1.142(actual)A
10 -3 45 262 399 @k
268 403 -1 1 307 417 1 268 402 @a
:a
48<FF000000FF000000><FFFFFF000000000000000000FFFFFF000000000000000000>fg bk
:b
144 292 -1 1 181 327 1 144 291 @a
180 328 -1 1 217 363 1 180 327 @a
252 364 -1 1 289 381 1 252 363 @a
-1 -1 289 382 1 1 324 309 @b
-1 -1 325 310 1 1 360 273 @b
-1 -1 361 274 1 1 396 255 @b
-1 -1 397 256 1 1 432 237 @b
:e
325 349 :M
:ckcs
0 G
1.114(estimated)A
10 -24 24 307 345 @k
11 314 345.5 @c
100 502 :M
(t)S
177 502 :M
(6)S
213 502 :M
(4)S
249 502 :M
(6)S
285 502 :M
(4)S
317 502 :M
2.125(13)A
353 502 :M
2.125(13)A
389 502 :M
2.125(13)A
425 502 :M
2.125(13)A
109 511 :M
(i)S
100 520 :M
(t)S
109 529 :M
(i)S
178 520 :M
(8)S
214 520 :M
(6)S
250 520 :M
(6)S
286 520 :M
(5)S
322 520 :M
(9)S
354 520 :M
2.125(11)A
390 520 :M
2.125(12)A
426 520 :M
2.125(13)A
136 520 :M
2.125(10)A
91 547 :M
3.126 .313(Comparing exponential estimation with actual values:    = 1/2)J
433 547 :M
(a)S
gR
f138 sf
gS 0 0 552 730 rC
60 566 :M
2.269 .227(SPN is better than FCFS for short jobs, but long jobs may have to)J
60 581 :M
3.913 .391(wait for some time for service.)J
78 596 :M
3.351 .335(The long-term scheduler can simply use the job's time limit as)J
60 611 :M
3.645 .364(specified by the user; this motivates users to be realistic in their)J
60 626 :M
6.006 .601(limits, as:)J
60 641 :M
(\245)S
78 641 :M
4.124 .412(limits too low: job aborts with a \322time limit exceeded\323.)J
60 656 :M
(\245)S
78 656 :M
2.914 .291(limits too high: the turnaround time may be very long.)J
endp
showpage
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initializepage
(Matt Bishop; page: 8 of 19)setjob
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gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
484 722 :M
(8)S
f214 sf
60 53 :M
3.174 .317(Shortest Remaining Time \(SRT\), Preemptive Shortest Process Next)J
60 68 :M
-.057(\(PSPN\))A
f138 sf
78 83 :M
2.893 .289(This is like SPN, but preemptive.)J
96 98 :M
3.082 .308(decision mode:)J
213 98 :M
5.401 .54(preemptive \(at arrival\))J
96 113 :M
7.386 .739(priority function:)J
213 113 :M
1.957 .196(p\(a, r, t\) = a\320t)J
96 128 :M
6.846 .685(arbitration rule:)J
213 128 :M
3.851 .385(chronological or random)J
109 131 54 15 rC
114 143 :M
1.08(service)A
gR
f138 sf
gS 0 0 552 730 rC
123 158 :M
1.811(time)A
170 143 :M
1.507(arrival)A
177 158 :M
1.811(time)A
229 143 :M
1.934(start)A
271 131 54 15 rC
281 143 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 143 :M
(T)S
402 143 :M
(W)S
457 143 :M
(R)S
79 173 :M
(A)S
129 173 :M
2.125(10)A
182 173 :M
(0)S
217 161 54 15 rC
232 173 :M
3.037 .304(0, 12)J
gR
gS 271 161 54 15 rC
291 173 :M
3.037 .304(2, 20)J
gR
gS 0 0 552 730 rC
341 173 :M
2.125(20)A
395 173 :M
2.125(10)A
457 173 :M
.829(2.0)A
79 188 :M
(B)S
129 188 :M
2.125(29)A
182 188 :M
(1)S
228 188 :M
2.125(32)A
287 188 :M
2.125(61)A
341 188 :M
2.125(60)A
395 188 :M
2.125(31)A
457 188 :M
.829(2.1)A
79 203 :M
(C)S
137 203 :M
(3)S
182 203 :M
(2)S
236 203 :M
(2)S
295 203 :M
(5)S
349 203 :M
(3)S
403 203 :M
(0)S
457 203 :M
.829(1.0)A
79 218 :M
(D)S
137 218 :M
(7)S
182 218 :M
(3)S
236 218 :M
(5)S
287 218 :M
2.125(12)A
349 218 :M
(9)S
403 218 :M
(2)S
457 218 :M
.829(1.3)A
80 233 :M
(E)S
129 233 :M
2.125(12)A
182 233 :M
(4)S
228 233 :M
2.125(20)A
287 233 :M
2.125(32)A
341 233 :M
2.125(28)A
395 233 :M
2.125(16)A
457 233 :M
.829(2.3)A
f214 sf
67 248 :M
.265(mean)A
f138 sf
341 248 :M
2.125(24)A
395 248 :M
.907(11.8)A
433 236 54 15 rC
457 248 :M
.907(1.74)A
gR
gS 0 0 552 730 rC
60 263 :M
.576(Miscellaneous:)A
60 278 :M
(\245)S
78 278 :M
2.642 .264(Whenever a new job comes in, check the remaining service time)J
78 293 :M
3.009 .301(on the current job.)J
60 308 :M
(\245)S
78 308 :M
2.537 .254(For all but the longest jobs, SRT better than SJF)J
60 323 :M
(\245)S
78 323 :M
2.814 .281(The response ratio is good \(low\))J
60 338 :M
(\245)S
78 338 :M
3.45 .345(Waiting time is also quite low for most processes.)J
endp
showpage
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initializepage
(Matt Bishop; page: 9 of 19)setjob
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gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
484 722 :M
(9)S
f214 sf
60 53 :M
1.087 .109(Highest Response Ratio Next \(HRRN, HRN\))J
f138 sf
78 68 :M
3.307 .331(This tries to level out bias towards long or short jobs)J
96 83 :M
3.082 .308(decision mode:)J
213 83 :M
.871(non-preemptive)A
96 98 :M
7.386 .739(priority function:)J
213 98 :M
2.448 .245(p\(a, r, t\) = a/c)J
96 113 :M
6.846 .685(arbitration rule:)J
213 113 :M
1.29 .129(random or FIFO)J
109 116 54 15 rC
114 128 :M
1.08(service)A
gR
f138 sf
gS 0 0 552 730 rC
123 143 :M
1.811(time)A
170 128 :M
1.507(arrival)A
177 143 :M
1.811(time)A
229 128 :M
1.934(start)A
271 116 54 15 rC
281 128 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 128 :M
(T)S
402 128 :M
(W)S
457 128 :M
(R)S
79 158 :M
(A)S
129 158 :M
2.125(10)A
182 158 :M
(0)S
236 158 :M
(0)S
287 158 :M
2.125(10)A
341 158 :M
2.125(20)A
395 158 :M
2.125(10)A
457 158 :M
.829(2.0)A
79 173 :M
(B)S
129 173 :M
2.125(29)A
182 173 :M
(1)S
228 173 :M
2.125(32)A
287 173 :M
2.125(61)A
341 173 :M
2.125(60)A
395 173 :M
2.125(31)A
457 173 :M
.829(2.1)A
79 188 :M
(C)S
137 188 :M
(3)S
182 188 :M
(2)S
236 188 :M
(2)S
295 188 :M
(5)S
349 188 :M
(3)S
403 188 :M
(0)S
457 188 :M
.829(1.0)A
79 203 :M
(D)S
137 203 :M
(7)S
182 203 :M
(3)S
236 203 :M
(5)S
287 203 :M
2.125(12)A
349 203 :M
(9)S
403 203 :M
(2)S
457 203 :M
.829(1.3)A
80 218 :M
(E)S
129 218 :M
2.125(12)A
182 218 :M
(4)S
228 218 :M
2.125(20)A
287 218 :M
2.125(32)A
341 218 :M
2.125(28)A
395 218 :M
2.125(16)A
457 218 :M
.829(2.3)A
f214 sf
67 233 :M
.265(mean)A
f138 sf
341 233 :M
.907(25.2)A
395 233 :M
2.125(13)A
457 233 :M
.829(2.3)A
60 248 :M
2.247 .225(Why?  Here are the response ratios as each process completes:)J
71 263 :M
1.811(time)A
146 263 :M
(A)S
222 263 :M
(B)S
297 263 :M
(C)S
369 263 :M
(D)S
445 263 :M
(E)S
77 278 :M
2.125(10)A
f313 sf
199 276 :M
.975(29+9)A
205 289 :M
1.593(29)A
25 199 278.5 @c
f138 sf
223 284 :M
.213 .021( )J
.556(=1.3)A
f397 sf
264 266 72 25 rC
274 276 :M
2.564(3+8)A
281 289 :M
(3)S
22 274 278.5 @c
295 283 :M
.588 .059( )J
f184 sf
2.041(=3.7)A
gR
f313 sf
gS 0 0 552 730 rC
350 276 :M
1.064(7+7)A
356 289 :M
(7)S
19 350 278.5 @c
368 283 :M
.154 .015( )J
f138 sf
.533(=2.0)A
f313 sf
422 276 :M
.975(12+6)A
428 289 :M
1.593(12)A
25 422 278.5 @c
f138 sf
446 284 :M
.213 .021( )J
.556(=1.5)A
77 303 :M
2.125(13)A
f313 sf
196 301 :M
.93(29+12)A
205 314 :M
1.593(29)A
31 196 303.5 @c
226 308 :M
.154 .015( )J
f138 sf
.533(=1.4)A
f397 sf
336 291 72 25 rC
342 301 :M
2.308(7+10)A
352 314 :M
(7)S
29 342 303.5 @c
370 308 :M
.588 .059( )J
f184 sf
2.041(=2.4)A
gR
gS 0 0 552 730 rC
422 301 :M
.975(12+9)A
428 314 :M
1.593(12)A
25 422 303.5 @c
446 308 :M
.154 .015( )J
f138 sf
.533(=1.8)A
77 328 :M
2.125(20)A
f313 sf
185 316 79 25 rC
196 326 :M
.93(29+19)A
205 339 :M
1.593(29)A
31 196 328.5 @c
f138 sf
226 334 :M
.213 .021( )J
.556(=1.7)A
gR
f397 sf
gS 408 316 79 25 rC
414 326 :M
2.18(12+16)A
424 339 :M
3.593(12)A
36 414 328.5 @c
f287 sf
449 334 :M
.618 .062( )J
f184 sf
1.933(=2.3)A
gR
f138 sf
gS 0 0 552 730 rC
77 353 :M
2.125(32)A
f397 sf
185 341 79 25 rC
191 351 :M
2.18(29+31)A
201 364 :M
3.593(29)A
36 191 353.5 @c
226 358 :M
.588 .059( )J
f184 sf
2.041(=2.1)A
gR
gS 0 0 552 730 rC
60 378 :M
3.385 .339(The ratio used is actually)J
119 393 :M
1.678(estimated\312service\312time\312+\312waiting\312time\312so\312far)A
193 409 :M
1.565(\312estimated\312service\312time)A
312 119 396.5 @c
430 402 :M
.533 .053( )J
60 424 :M
2.581 .258(The idea behind this method is to get the mean response ratio low,)J
60 439 :M
2.211 .221(so if a job has a high response ratio, it should be run at once to)J
60 454 :M
1.973 .197(reduce the mean.)J
endp
showpage
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initializepage
(Matt Bishop; page: 10 of 19)setjob
%%EndPageSetup
gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
476 722 :M
2.125(10)A
f214 sf
60 53 :M
1.443 .144(Round Robin \(RR\) with Quantum q)J
f138 sf
78 68 :M
3.07 .307(This is especially designed for )J
3.466 .347(time sharing; the quantum is)J
60 92 :M
6.4 .64(typically )J
124 83 :M
(1)S
120 99 :M
2.125(60)A
17 120 86.5 @c
136 92 :M
.15 .015(  )J
cF
f274 sf
.079(\243)A
setfont
.791 .079( q )J
cF
f274 sf
.079(\243)A
setfont
.791 .079( 1 seconds.)J
96 114 :M
3.082 .308(decision mode:)J
213 114 :M
4.07 .407(preemptive \(at quantum\))J
96 129 :M
7.386 .739(priority function:)J
213 129 :M
1.862 .186(p\(a, r, t\) = c)J
96 144 :M
6.846 .685(arbitration rule:)J
213 144 :M
1.5(cyclic)A
60 159 :M
2.599 .26(In this example the quantum is 5:)J
109 162 54 15 rC
114 174 :M
1.08(service)A
gR
f138 sf
gS 0 0 552 730 rC
123 189 :M
1.811(time)A
170 174 :M
1.507(arrival)A
177 189 :M
1.811(time)A
229 174 :M
1.934(start)A
271 162 54 15 rC
281 174 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 174 :M
(T)S
402 174 :M
(W)S
457 174 :M
(R)S
79 204 :M
(A)S
129 204 :M
2.125(10)A
182 204 :M
(0)S
234 204 :M
(\311)S
287 204 :M
2.125(28)A
341 204 :M
2.125(28)A
395 204 :M
2.125(18)A
457 204 :M
.829(2.8)A
79 219 :M
(B)S
129 219 :M
2.125(29)A
182 219 :M
(1)S
234 219 :M
(\311)S
287 219 :M
2.125(61)A
341 219 :M
2.125(60)A
395 219 :M
2.125(31)A
457 219 :M
.829(2.1)A
79 234 :M
(C)S
137 234 :M
(3)S
182 234 :M
(2)S
234 234 :M
(\311)S
287 234 :M
2.125(13)A
341 234 :M
2.125(11)A
403 234 :M
(8)S
457 234 :M
.829(3.7)A
79 249 :M
(D)S
137 249 :M
(7)S
182 249 :M
(3)S
234 249 :M
(\311)S
287 249 :M
2.125(35)A
341 249 :M
2.125(32)A
395 249 :M
2.125(25)A
457 249 :M
.829(4.6)A
80 264 :M
(E)S
129 264 :M
2.125(12)A
182 264 :M
(4)S
234 264 :M
(\311)S
287 264 :M
2.125(47)A
341 264 :M
2.125(43)A
395 264 :M
2.125(31)A
457 264 :M
.829(3.5)A
f214 sf
67 279 :M
.265(mean)A
f138 sf
341 279 :M
.907(34.8)A
395 279 :M
.907(22.6)A
457 279 :M
.829(3.3)A
60 294 :M
2.579 .258(Why?  Here is what things look like:)J
60 309 :M
1.811(time)A
96 309 :M
1.066 .107(0   5   10   13   18   23   28   33   35   40   45   47   52   57   61)J
60 324 :M
.495(proc)A
(.)S
96 324 :M
.357 .036(A   B   C      D     E     A     B     D     E     B     E     B     )J
.349 .035(B     )J
(B)S
60 339 :M
1.258(rem)A
96 339 :M
1.33 .133(5 )J
.747 .075( 24  0      2     7     0    19    0     2    14    0     9     4     0)J
60 354 :M
.7<28>A
3.575 .357(here, \322)J
3.442 .344(proc\323 is the process starting at the indicated time, and)J
60 369 :M
.676(\322)A
3.732 .373(rem\323 the remaining time after the quantum is complete.\))J
60 384 :M
(\245)S
78 384 :M
2.397 .24(As each process is preempted, it moves to the rear of the queue)J
60 399 :M
(\245)S
78 399 :M
2.757 .276(All new arrivals come in at the rear of the queue)J
60 414 :M
(\245)S
78 414 :M
1.862 .186(As q )J
f384 sf
cF
f274 sf
1.4(\245)A
setfont
f138 sf
3.255 .326( 0, every process thinks it is getting constant service from)J
78 429 :M
3.104 .31(a processor that is slower in proportion to the number of)J
78 444 :M
3.092 .309(competing processes; this is called )J
f214 sf
4.976 .498(processor sharing)J
f138 sf
1.77 .177(.  This)J
78 459 :M
2.537 .254(scheme is used in hardware in CDC6600 to implement 10)J
78 474 :M
3.142 .314(peripheral processors with one set of hardware \()J
f214 sf
.578(i.e.)A
f138 sf
4.355 .436(, processor\))J
78 489 :M
3.099 .31(and 10 sets of registers; the processor does 1 instruction for one)J
78 504 :M
2.633 .263(set of registers, then goes on to the next set.  \(This turns out to)J
78 519 :M
2.571 .257(be not much slower than a real processor.\))J
f214 sf
60 534 :M
.902(Variants)A
f138 sf
(:)S
60 549 :M
(\245)S
78 549 :M
3.064 .306(Round Robin, but adjust quantum periodically.)J
f214 sf
96 564 :M
.806(example)A
f138 sf
2.853 .285(: after every process switch, the quantum becomes)J
96 579 :M
2.754 .275(q/n, where n is the number of processes in the ready list)J
96 594 :M
(\245)S
114 594 :M
2.406 .241(few ready processes means that each gets a long quantum,)J
114 609 :M
5.352 .535(minimizing process switches.)J
96 624 :M
(\245)S
114 624 :M
3.18 .318(a lot of ready processes means that this algorithm gives)J
114 639 :M
2.154 .215(more processes a shot at the CPU over a fixed period of)J
114 654 :M
3.548 .355(time, at the price of more process switching)J
96 669 :M
(\245)S
114 669 :M
2.178 .218(processes needing a small amount of CPU time get a)J
114 684 :M
2.454 .245(quantum fairly soon, and hence )J
f214 sf
.88(may)A
f138 sf
2.558 .256( finish sooner.)J
endp
showpage
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initializepage
(Matt Bishop; page: 11 of 19)setjob
%%EndPageSetup
gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
476 722 :M
2.125(11)A
60 53 :M
(\245)S
78 53 :M
2.311 .231(Round Robin, but give the current process an extra quantum when)J
78 68 :M
3.132 .313(a new process arrives)J
96 83 :M
3.235 .323(This reduces process switching in proportion to the number of)J
96 98 :M
5.109 .511(processes arriving.)J
endp
showpage
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%%BeginPageSetup
initializepage
(Matt Bishop; page: 12 of 19)setjob
%%EndPageSetup
gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
476 722 :M
2.125(12)A
f214 sf
60 53 :M
1.743 .174(Selfish Round Robin \(SRR\) with Parameters a and b and Quantum q)J
f138 sf
78 68 :M
2.959 .296(This is like round robin, except )J
4.031 .403(newly-arrived jobs move into the)J
f214 sf
60 83 :M
4.602 .46(arrived queue)J
f138 sf
1.231 .123( \(or )J
f214 sf
4.457 .446(new queue)J
f138 sf
2.563 .256(\), and assigned an initial priority of 0.)J
60 98 :M
3.553 .355(Associated with the )J
f214 sf
1.013(accepted)A
f138 sf
2.789 .279( queue is a single priority.  The priority)J
60 113 :M
2.851 .285(of all processes in the new queue increases at rate )J
f214 sf
1.057(a)A
f138 sf
2.089 .209(; that of all)J
60 128 :M
2.213 .221(processes in the accepted queue increases at rate )J
f214 sf
.707(b)A
f138 sf
1.626 .163(.  When the)J
60 143 :M
2.915 .292(priority of a process in the new queue is equal to the priority of the)J
60 158 :M
2.085 .209(accepted queue, the process moves to the accepted queue.)J
96 173 :M
3.082 .308(decision mode:)J
213 173 :M
3.904 .39(preemptive )J
4.237 .424(\(at quantum\))J
96 188 :M
7.386 .739(priority function:)J
213 188 :M
2.598 .26(here, W is the time that a process must)J
213 203 :M
3.134 .313(wait before entering the accepted queue.)J
96 206 414 39 rC
199 232 :M
.533 .053( )J
199 232 :M
.619(p)A
.37<28>A
.37(r)A
.309(,)A
.281 .028( )J
1.051(W)A
.37<29>A
.281 .028( )J
.65(=)A
.309 .031( )J
.429 lw
180 270 7 14 264 218.5 @n
0 90 7 14 257 218.5 @n
-90 0 7 14 257 232.5 @n
90 180 7 14 264 232.5 @n
265 225 :M
.529 .053( )J
1.164(b)A
(r)S
375 225 :M
.179(r)A
.136 .014( )J
cF
f274 sf
.296(\243)A
setfont
.136 .014( )J
(W)S
265 238 :M
( )S
(b)S
(W)S
( )S
(+)S
302 238 :M
1.114(a)A
.667<28>A
.667(r)A
.667(-)A
1.891(W)A
<29>S
375 238 :M
.116(r)A
.088 .009( )J
.204(>)A
.088 .009( )J
(W)S
gR
f138 sf
gS 0 0 552 730 rC
96 257 :M
6.846 .685(arbitration rule:)J
213 257 :M
5.601 .56(first in, first out)J
60 272 :M
1.698 .17(In this example the quantum is 1, and a = 3, b = 2:)J
109 275 54 15 rC
114 287 :M
1.08(service)A
gR
gS 0 0 552 730 rC
123 302 :M
1.811(time)A
170 287 :M
1.507(arrival)A
177 302 :M
1.811(time)A
229 287 :M
1.934(start)A
271 275 54 15 rC
281 287 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 287 :M
(T)S
402 287 :M
(W)S
457 287 :M
(R)S
79 317 :M
(A)S
129 317 :M
2.125(10)A
182 317 :M
(0)S
234 317 :M
(\311)S
293 317 :M
(\311)S
341 317 :M
2.125(27)A
395 317 :M
2.125(17)A
457 317 :M
.829(2.7)A
79 332 :M
(B)S
129 332 :M
2.125(29)A
182 332 :M
(1)S
234 332 :M
(\311)S
293 332 :M
(\311)S
341 332 :M
2.125(60)A
395 332 :M
2.125(31)A
457 332 :M
.829(2.1)A
79 347 :M
(C)S
137 347 :M
(3)S
182 347 :M
(2)S
234 347 :M
(\311)S
293 347 :M
(\311)S
341 347 :M
2.125(15)A
395 347 :M
2.125(12)A
457 347 :M
.829(5.0)A
79 362 :M
(D)S
137 362 :M
(7)S
182 362 :M
(3)S
234 362 :M
(\311)S
293 362 :M
(\311)S
341 362 :M
2.125(33)A
395 362 :M
2.125(26)A
457 362 :M
.829(4.7)A
80 377 :M
(E)S
129 377 :M
2.125(12)A
182 377 :M
(4)S
234 377 :M
(\311)S
293 377 :M
(\311)S
341 377 :M
2.125(44)A
395 377 :M
2.125(32)A
457 377 :M
.829(3.7)A
f214 sf
67 392 :M
.265(mean)A
f138 sf
341 392 :M
.907(35.8)A
395 392 :M
.907(23.6)A
457 392 :M
.829(3.6)A
78 407 :M
2.905 .29(Why? )J
.388 .039( )J
3.778 .378(Assuming )J
1.994 .199(that )J
2.319 .232(new )J
3.228 .323(process )J
3.825 .382(promotions )J
2.501 .25(from )J
403 407 :M
2.454 .245(the )J
428 407 :M
2.037 .204(new )J
458 407 :M
.078(queue)A
60 422 :M
1.088 .109(to )J
1.516 .152(the )J
2.21 .221(ready )J
2.432 .243(queue )J
2.751 .275(precede )J
2.497 .25(quanta )J
2.983 .298(expirations, )J
1.523 .152(we )J
.778(have:)A
60 437 :M
1.811(time)A
122 437 :M
1.678(job)A
203 437 :M
1.819 .182(ready queue)J
388 437 :M
1.644 .164(new queue)J
109 452 :M
.732(running)A
180 452 :M
3.767 .377(\(at end of interval\))J
364 452 :M
3.767 .377(\(at end of interval\))J
60 467 :M
2.486(0-1)A
127 467 :M
(A)S
168 467 :M
1.144(A\(2\))A
384 467 :M
.811(B\(0\))A
60 482 :M
2.486(1-2)A
127 482 :M
(A)S
168 482 :M
1.144(A\(4\))A
384 482 :M
2.761 .276(B\(3\), C\(0\))J
60 497 :M
2.486(2-3)A
127 497 :M
(A)S
168 497 :M
3.647 .365(B\(6\), A\(6\))J
384 497 :M
2.4 .24(C\(3\), D\(0\))J
60 512 :M
2.486(3-4)A
128 512 :M
(B)S
168 512 :M
3.647 .365(A\(8\), B\(8\))J
384 512 :M
2.016 .202(C\(6\), D\(3\), E\(0\))J
60 527 :M
2.486(4-5)A
127 527 :M
(A)S
168 527 :M
.852(B\(10\),A\(10\))A
384 527 :M
2.016 .202(C\(9\), D\(6\), E\(3\))J
60 542 :M
2.486(5-6)A
128 542 :M
(B)S
168 542 :M
3.403 .34(A\(12\), C\(12\), B\(12\))J
384 542 :M
2.234 .223(D\(9\), E\(6\))J
60 557 :M
2.486(6-7)A
127 557 :M
(A)S
168 557 :M
3.403 .34(C\(14\), B\(14\), A\(14\))J
384 557 :M
2.654 .265(D\(12\), E\(9\))J
60 572 :M
2.486(7-8)A
128 572 :M
(C)S
168 572 :M
3.403 .34(B\(16\), A\(16\), C\(16\))J
384 572 :M
3.033 .303(D\(15\), E\(12\))J
60 587 :M
2.486(8-9)A
128 587 :M
(B)S
168 587 :M
3.055 .306(A\(18\), C\(18\), D\(18\), B\(18\))J
384 587 :M
.624(E\(15\))A
60 602 :M
2.011(9-10)A
127 602 :M
(A)S
168 602 :M
3.055 .306(B\(20\), C\(20\), D\(20\), A\(20\))J
384 602 :M
.624(E\(18\))A
60 617 :M
1.774(10-11)A
128 617 :M
(B)S
168 617 :M
3.055 .306(C\(22\), D\(22\), A\(22\), B\(22\))J
384 617 :M
.624(E\(21\))A
60 632 :M
1.774(11-12)A
128 632 :M
(C)S
168 632 :M
2.828 .283(D\(24\), A\(24\), B\(24\), E\(24\), C\(24\))J
f214 sf
186 647 :M
.927 .093(\311 )J
1.426 .143(round robin from here on \311)J
f138 sf
60 662 :M
2.745 .275(How a and b are chosen greatly affects the way the algorithm works:)J
60 677 :M
(\245)S
78 677 :M
.913 .091(a = b )J
f384 sf
.625(\243)A
f138 sf
1.166 .117( p\()J
1.457 .146(r,W\) = )J
1.584 .158(ar, which is the )J
2.619 .262(ssame as the FCFS algorithm.)J
endp
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gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
476 722 :M
2.125(13)A
60 53 :M
(\245)S
78 53 :M
.752 .075(b = 0 )J
f384 sf
.515(\243)A
f138 sf
.96 .096( p\()J
1.606 .161(r,W\) = 0, which is the same as Round Robin.)J
60 68 :M
(\245)S
78 68 :M
.959 .096(b )J
.806(>)A
.667 .067( a )J
f384 sf
.664(\243)A
f138 sf
2.522 .252( accept no new processes until all accepted processes)J
f240 sf
12.48 u240 :p
89 0 6 730 rC
89 68 :M
4 :m
.533 .053( )J
91 68 :M
8 :m
.507 .051(  )J
gR
f138 sf
gS 0 0 552 730 rC
78 83 :M
.911(complete)A
60 98 :M
3.543 .354(This algorithm gives better service to processes executing for a)J
60 113 :M
2.101 .21(while as opposed to new ones.)J
endp
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gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
476 722 :M
2.125(14)A
f214 sf
60 53 :M
3.087 .309(Multilevel Feedback Queues \(MLF, MLFB\) with n different priority)J
60 68 :M
3.478 .348(levels each of priority T)J
f410 sf
0 2 rm
(p)S
0 -2 rm
f138 sf
78 84 :M
3.242 .324(Processes start out in the uppermost level.  After getting T)J
f313 sf
0 2 rm
(0)S
0 -2 rm
f138 sf
60 100 :M
3.004 .3(units of CPU time, it drops to the next lower level, and after units of)J
60 115 :M
2.518 .252(CPU time at that level, it drops down )J
2.87 .287(again \311, until it reaches the)J
60 130 :M
3.464 .346(lowest level.  If it blocks or otherwise leaves the scheduling)J
60 145 :M
3.026 .303(system, and later returns, it may reenter the feedback queues at)J
60 160 :M
2.375 .237(another queue \(for example, the top one\).)J
96 175 :M
3.082 .308(decision mode:)J
213 175 :M
4.07 .407(preemptive \(at quantum\))J
96 190 :M
7.386 .739(priority function:)J
213 190 :M
1.691 .169(p\(a\) = n - )J
2.576 .258(i, where )J
2.304 .23(i satisfies both 0 )J
cF
f274 sf
.23(\243)A
setfont
2.304 .23( )J
1.58 .158(i < n)J
213 206 :M
1.541 .154(and T)J
f313 sf
0 2 rm
.377(0)A
0 -2 rm
f138 sf
.402(\(2)A
f313 sf
0 -3 rm
.15(i)A
0 3 rm
f138 sf
.939 .094(\3211\) )J
cF
f274 sf
.094(\243)A
setfont
.939 .094( a < T)J
f313 sf
0 2 rm
.377(0)A
0 -2 rm
f138 sf
.402(\(2)A
f313 sf
0 -3 rm
.308(i+1)A
0 3 rm
f138 sf
2.118 .212(\3211\), assuming that)J
213 223 :M
.437(T)A
f313 sf
0 2 rm
.298(p)A
0 -2 rm
f138 sf
.506 .051( = 2)J
f313 sf
0 -3 rm
.298(p)A
0 3 rm
f138 sf
.437(T)A
f313 sf
0 2 rm
(0)S
0 -2 rm
f138 sf
96 239 :M
6.846 .685(arbitration rule:)J
213 239 :M
4.239 .424(cyclic or chronological within queues)J
60 255 :M
1.745 .175(In this example the quantum is 1, n = 3)J
.788 .079(,  T)J
f313 sf
0 2 rm
.546(0)A
0 -2 rm
f138 sf
1.234 .123( = 2, and T)J
f313 sf
0 2 rm
.546(p)A
0 -2 rm
f138 sf
.925 .092( = 2)J
f313 sf
0 -3 rm
.546(p)A
0 3 rm
f138 sf
.8(T)A
f313 sf
0 2 rm
.546(0)A
0 -2 rm
f138 sf
(:)S
109 259 54 15 rC
114 271 :M
1.08(service)A
gR
f138 sf
gS 0 0 552 730 rC
123 286 :M
1.811(time)A
170 271 :M
1.507(arrival)A
177 286 :M
1.811(time)A
229 271 :M
1.934(start)A
271 259 54 15 rC
281 271 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 271 :M
(T)S
402 271 :M
(W)S
457 271 :M
(R)S
79 301 :M
(A)S
129 301 :M
2.125(10)A
182 301 :M
(0)S
234 301 :M
(\311)S
293 301 :M
(\311)S
341 301 :M
2.125(38)A
395 301 :M
2.125(28)A
457 301 :M
.829(3.8)A
79 316 :M
(B)S
129 316 :M
2.125(29)A
182 316 :M
(1)S
234 316 :M
(\311)S
293 316 :M
(\311)S
341 316 :M
2.125(60)A
395 316 :M
2.125(31)A
457 316 :M
.829(2.1)A
79 331 :M
(C)S
137 331 :M
(3)S
182 331 :M
(2)S
234 331 :M
(\311)S
293 331 :M
(\311)S
341 331 :M
2.125(11)A
403 331 :M
(8)S
457 331 :M
.829(3.7)A
79 346 :M
(D)S
137 346 :M
(7)S
182 346 :M
(3)S
234 346 :M
(\311)S
293 346 :M
(\311)S
341 346 :M
2.125(27)A
395 346 :M
2.125(20)A
457 346 :M
.829(3.9)A
80 361 :M
(E)S
129 361 :M
2.125(12)A
182 361 :M
(4)S
234 361 :M
(\311)S
293 361 :M
(\311)S
341 361 :M
2.125(40)A
395 361 :M
2.125(28)A
457 361 :M
.829(3.3)A
f214 sf
67 376 :M
.265(mean)A
f138 sf
341 376 :M
.907(35.2)A
395 376 :M
.907(23.3)A
457 376 :M
.829(3.4)A
78 391 :M
3.203 .32(This algorithm favors short processes by giving them more of the)J
60 406 :M
-.937(CPU.)A
78 421 :M
2.953 .295(It is also adaptive, in that it responds to the changing behavior of)J
60 436 :M
4.298 .43(the system it controls.)J
f214 sf
60 451 :M
1.176(Variants)A
f138 sf
60 466 :M
(\245)S
78 466 :M
3.868 .387(MLFB with round r)J
2.867 .287(obin for all but the lowest )J
3.272 .327(level, and )J
4.328 .433(thatr first)J
78 481 :M
3.496 .35(come first serve \(but preemption possible, of course\):)J
109 484 54 15 rC
114 496 :M
1.08(service)A
gR
gS 0 0 552 730 rC
123 511 :M
1.811(time)A
170 496 :M
1.507(arrival)A
177 511 :M
1.811(time)A
229 496 :M
1.934(start)A
271 484 54 15 rC
281 496 :M
1.576(finish)A
gR
gS 0 0 552 730 rC
349 496 :M
(T)S
402 496 :M
(W)S
457 496 :M
(R)S
79 526 :M
(A)S
129 526 :M
2.125(10)A
182 526 :M
(0)S
234 526 :M
(\311)S
293 526 :M
(\311)S
341 526 :M
2.125(25)A
395 526 :M
2.125(15)A
457 526 :M
.829(2.5)A
79 541 :M
(B)S
129 541 :M
2.125(29)A
182 541 :M
(1)S
234 541 :M
(\311)S
293 541 :M
(\311)S
341 541 :M
2.125(49)A
395 541 :M
2.125(20)A
457 541 :M
.829(2.5)A
79 556 :M
(C)S
137 556 :M
(3)S
182 556 :M
(2)S
234 556 :M
(\311)S
293 556 :M
(\311)S
341 556 :M
2.125(11)A
403 556 :M
(8)S
457 556 :M
.829(1.4)A
79 571 :M
(D)S
137 571 :M
(7)S
182 571 :M
(3)S
234 571 :M
(\311)S
293 571 :M
(\311)S
341 571 :M
2.125(50)A
395 571 :M
2.125(43)A
457 571 :M
.829(1.2)A
80 586 :M
(E)S
129 586 :M
2.125(12)A
182 586 :M
(4)S
234 586 :M
(\311)S
293 586 :M
(\311)S
341 586 :M
2.125(57)A
395 586 :M
2.125(45)A
457 586 :M
.829(1.3)A
f214 sf
67 601 :M
.265(mean)A
f138 sf
341 601 :M
.907(38.4)A
395 601 :M
.907(26.2)A
457 601 :M
.829(1.8)A
endp
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gS 0 0 552 730 rC
f138 sf
60 17 :M
2.096 .21(COSC 58 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.312 .331(October 16, 1992)J
476 722 :M
2.125(15)A
f184 sf
153 53 :M
5.326 .533(Comparison of Scheduling Methods)J
f227 sf
12.48 u227 :p
153 0 246 730 rC
153 53 :M
160 :m
1.393 .139(                                )J
85 :m
1.401 .14(                 )J
394 53 :M
10 :m
1.46 .146(  )J
gR
f138 sf
gS 0 0 552 730 rC
78 83 :M
3.43 .343(These policies were simulated assuming an exponential)J
60 98 :M
3.735 .373(distribution of arrival and service rates \(with parameters of )J
f384 sf
.934(a)A
f138 sf
2.362 .236( = 0.8,)J
f384 sf
60 113 :M
.869(b)A
f138 sf
2.78 .278( = 1.0\), and using 50,000 processes \(the first 100 of which were)J
60 128 :M
2.691 .269(ignored, to get to a steady state\).  The processes were categorized)J
60 143 :M
3.185 .319(into percentiles based on service time required; each )J
.868(percentile)A
60 158 :M
2.344 .234(had about 500 processes.)J
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f138 sf
60 722 :M
3.312 .331(October 16, 1992)J
476 722 :M
2.125(17)A
f184 sf
184 53 :M
7.695 .77(External Priority Methods)J
f227 sf
12.48 u227 :p
184 0 185 730 rC
184 53 :M
160 :m
1.393 .139(                                )J
25 :m
1.419 .142(     )J
364 53 :M
10 :m
1.46 .146(  )J
gR
f138 sf
gS 0 0 552 730 rC
78 83 :M
3.06 .306(These adjust priority based on some external factors, and are)J
60 98 :M
2.236 .224(quite common when users pay based upon their computer use.)J
f214 sf
60 113 :M
.324(Examples)A
f138 sf
(:)S
60 128 :M
(\245)S
78 128 :M
2.81 .281(round robin, where the quantum is set independently for each)J
78 143 :M
2.889 .289(process, based on the external priority of process \()J
f214 sf
.566(i.e.)A
f138 sf
2.636 .264(, the more)J
78 158 :M
2.249 .225(you pay, the bigger the quantum.\))J
60 173 :M
(\245)S
f214 sf
78 173 :M
3.716 .372(Worst Service Next)J
f138 sf
2.817 .282(:  after each quantum, compute a \322suffering)J
78 188 :M
2.587 .259(function\323 \(based on how long the process had to wait, how many)J
78 203 :M
2.614 .261(times it has been preempted, how much the user is paying, and/or)J
78 218 :M
2.348 .235(the amount of time and  resources used\).  The process with the)J
78 233 :M
3.69 .369(greatest suffering gets the next quantum.)J
60 248 :M
(\245)S
78 248 :M
3.047 .305(The user buys a response ratio guarantee; the suffering function)J
78 263 :M
3.13 .313(used takes into account the difference between the guaranteed)J
78 278 :M
2.898 .29(response ratio and the actual response ratio at the moment.)J
60 293 :M
(\245)S
f214 sf
78 293 :M
4.64 .464(Deadline Scheduling)J
f138 sf
2.561 .256(: each process specifies how much service it)J
78 308 :M
2.707 .271(needs and by what real time it must be finished.  The algorithm)J
78 323 :M
3.263 .326(tries not to run jobs that cannot meet their deadline.)J
60 338 :M
(\245)S
f214 sf
78 338 :M
4.971 .497(Fair-Share Scheduling)J
f138 sf
2.039 .204(:  allocate blocks of CPU time to a)J
78 353 :M
3.856 .386(particular set of processes, usually by splitting user processes)J
78 368 :M
2.645 .264(into groups; within each group, use a standard schedule, but)J
78 383 :M
3.012 .301(allocate the CPU proportionately to each group)J
f214 sf
78 398 :M
.938(example)A
f138 sf
2.432 .243(:  All processes are infinite loops; 1 process in group 1, 2)J
78 413 :M
1.695 .169(in group 2, 3 in group 3, and 4 in group 4)J
78 428 :M
2.352 .235(regular scheduler:  each process gets 10%)J
78 443 :M
2.135 .214(fair share scheduler:  each group gets 25%; processes in )J
.804(sgroup)A
96 458 :M
3.998 .4(share equally)J
f214 sf
78 473 :M
.896(example)A
f138 sf
2.58 .258(:  This uses UNIX internal, not external, priorities.  Here,)J
78 488 :M
1.893 .189(3 processes: process A in one group)J
1.709 .171(; processes B and C in another)J
78 503 :M
3.645 .365(group.  The internal priority function is:)J
89 527 :M
2.756 .276(priority = )J
0 -9 rm
1.124(recent\312CPU\312usage)A
0 9 rm
206 534 :M
(2)S
116 153 521.5 @c
268 527 :M
.3 .03(  )J
.854 .085(+ )J
0 -9 rm
.675(group\312CPU\312usage)A
0 9 rm
337 534 :M
(2)S
110 287 521.5 @c
396 527 :M
.376 .038(  )J
1.068 .107(+ )J
.772(threshhold)A
78 549 :M
.56<28>A
2.598 .26(with the threshold being 60 for user processes\).  )J
3.799 .38(A decay)J
78 564 :M
2.718 .272(function decrements the current CPU usage of processes not run;)J
78 579 :M
3.612 .361(this has the effect of raising their priority.  The function is:)J
183 603 :M
.804 .08(decay of CPU usage = )J
0 -9 rm
.354(CPU\312usage)A
0 9 rm
346 610 :M
(2)S
68 317 597.5 @c
384 603 :M
.533 .053( )J
f214 sf
78 625 :M
2.213 .221(example of the UNIX Fair Share Scheduler)J
f138 sf
1.522 .152(:  Here, the quantum is 1)J
78 640 :M
3.11 .311(second.  Note that the higher the priority, the lower the integer)J
78 655 :M
5.872 .587(representing that priority.)J
endp
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60 17 :M
2.535 .253(ECS 150 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.674 .367(Spring Quarter 1999)J
476 722 :M
2.125(18)A
78 53 :M
(A)S
96 53 :M
2.522 .252(runs for 1 second)J
96 68 :M
1.93 .193(decay applied to CPU and group CPU usage; A's new priority is)J
96 92 :M
1.346 .135(60 + )J
0 -9 rm
1.662(30)A
0 9 rm
131 99 :M
(2)S
17 127 86.5 @c
143 92 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
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0 9 rm
166 99 :M
(2)S
17 162 86.5 @c
178 92 :M
.35 .035(  )J
1.812 .181(= 90.  As B and C now have higher priority, one of)J
96 114 :M
2.028 .203(them \(say, B\) goes next.)J
78 129 :M
(B)S
96 129 :M
2.522 .252(runs for 1 second)J
96 144 :M
1.93 .193(decay applied to CPU and group CPU usage; A's new priority is)J
96 168 :M
1.346 .135(60 + )J
0 -9 rm
1.662(15)A
0 9 rm
131 175 :M
(2)S
17 127 162.5 @c
143 168 :M
.343 .034(  )J
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0 -9 rm
1.51(15)A
0 9 rm
166 175 :M
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17 162 162.5 @c
178 168 :M
.513 .051(  )J
2.343 .234(= 74, B's new priority is 60 + )J
0 -9 rm
2.258(30)A
0 9 rm
376 175 :M
(2)S
17 372 162.5 @c
388 168 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
1.51(30)A
0 9 rm
411 175 :M
(2)S
17 407 162.5 @c
423 168 :M
.249 .025(  )J
1.478 .148(= 90, and)J
96 199 :M
2.583 .258(C's new priority is 60 + )J
0 -9 rm
(0)S
0 9 rm
247 206 :M
(2)S
9 247 193.5 @c
255 199 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
1.51(30)A
0 9 rm
278 206 :M
(2)S
17 274 193.5 @c
290 199 :M
.376 .038(  )J
2.119 .212(= 75; A has the highest)J
96 221 :M
3.923 .392(priority, so it runs next.)J
78 236 :M
(A)S
96 236 :M
2.369 .237(runs for 1 second.)J
96 251 :M
1.93 .193(decay applied to CPU and group CPU usage; A's new priority is)J
96 275 :M
1.346 .135(60 + )J
0 -9 rm
1.662(37)A
0 9 rm
131 282 :M
(2)S
17 127 269.5 @c
143 275 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
1.51(37)A
0 9 rm
166 282 :M
(2)S
17 162 269.5 @c
178 275 :M
.513 .051(  )J
2.343 .234(= 96, B's new priority is 60 + )J
0 -9 rm
2.258(15)A
0 9 rm
376 282 :M
(2)S
17 372 269.5 @c
388 275 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
1.51(15)A
0 9 rm
411 282 :M
(2)S
17 407 269.5 @c
423 275 :M
.249 .025(  )J
1.478 .148(= 74, and)J
96 306 :M
2.583 .258(C's new priority is 60 + )J
0 -9 rm
(0)S
0 9 rm
247 313 :M
(2)S
9 247 300.5 @c
255 306 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
1.51(15)A
0 9 rm
278 313 :M
(2)S
17 274 300.5 @c
290 306 :M
.335 .033(  )J
1.898 .19(= 67; C has the highest)J
96 328 :M
3.923 .392(priority, so it runs next.)J
78 343 :M
(C)S
96 343 :M
2.369 .237(runs for 1 second.)J
96 358 :M
1.93 .193(decay applied to CPU and group CPU usage; A's new priority is)J
96 382 :M
1.346 .135(60 + )J
0 -9 rm
1.662(18)A
0 9 rm
131 389 :M
(2)S
17 127 376.5 @c
143 382 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
1.51(18)A
0 9 rm
166 389 :M
(2)S
17 162 376.5 @c
178 382 :M
.514 .051(  )J
2.348 .235(= 96, B's new priority is 60 + )J
0 -9 rm
(7)S
0 9 rm
372 389 :M
(2)S
9 372 376.5 @c
380 382 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
1.51(37)A
0 9 rm
403 389 :M
(2)S
17 399 376.5 @c
415 382 :M
.249 .025(  )J
1.478 .148(= 81, and)J
96 413 :M
2.571 .257(C's new priority is 60 + )J
0 -9 rm
2.352(30)A
0 9 rm
251 420 :M
(2)S
17 247 407.5 @c
263 413 :M
.343 .034(  )J
.975 .098(+ )J
0 -9 rm
1.51(37)A
0 9 rm
286 420 :M
(2)S
17 282 407.5 @c
298 413 :M
.376 .038(  )J
2.119 .212(= 93; A has the highest)J
96 435 :M
3.923 .392(priority, so it runs next.)J
78 450 :M
1.551 .155(Hence the order of running is A B A C A B A )J
2.007 .201(C \311, with A getting)J
78 465 :M
1.472 .147(50% of the CPU and B and C together getting 50%.)J
f214 sf
60 495 :M
.519(example)A
f138 sf
2.432 .243(: VAX/VMS scheduler)J
78 510 :M
3.836 .384(This scheduler has 32 priority levels)J
2.309 .231(:  levels 31 to 16 are for)J
60 525 :M
3.121 .312(real-time processes, and levels 15 to 0 for regular processes.  Real-)J
60 540 :M
4.174 .417(time processes have fixed priority throughout their lifetime; but the)J
60 555 :M
3.912 .391(priority of regular processes is dynamic:)J
78 570 :M
(\245)S
96 570 :M
3.096 .31(at process creation, a )J
f214 sf
1.075(base)A
f138 sf
3.058 .306( priority assigned; this is the)J
96 585 :M
5.449 .545(process' minimum priority)J
78 600 :M
(\245)S
96 600 :M
3.345 .334(the current priority of the process is altered by a system)J
96 615 :M
2.453 .245(events, each of which has an associated )J
f214 sf
.722(increment)A
f138 sf
.686 .069(, )J
f214 sf
.494(i.e.)A
f138 sf
(,)S
96 630 :M
3.72 .372(terminal read increment > terminal write increment > disk I/O)J
114 645 :M
2.342 .234(When awakened due to a system event, the appropriate)J
96 660 :M
3.404 .34(increment is added to the current priority value; on preemption)J
96 675 :M
3.181 .318(due to quantum expiration, the current priority drops by 1.)J
endp
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gS 0 0 552 730 rC
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60 17 :M
2.535 .253(ECS 150 \(Operating Systems\))J
372 17 :M
3.604 .36(Process Scheduling)J
60 722 :M
3.674 .367(Spring Quarter 1999)J
476 722 :M
2.125(19)A
102 41 348 203 rC
181 159.5 44 @w
289 159 224.5 @c
10 156 204 196 152 @k
29 159 152.5 @c
10 66 114 196 80 @k
65 195.5 88 @w
10 156 204 232 80 @k
29 195 80.5 @c
10 -114 -66 232 98 @k
11 231.5 80 @w
10 156 204 268 98 @k
29 231 98.5 @c
10 -114 -66 268 116 @k
11 267.5 98 @w
10 156 204 304 116 @k
29 267 116.5 @c
10 -114 -66 304 134 @k
11 303.5 116 @w
10 156 204 340 134 @k
29 303 134.5 @c
196 138 :M
.87(event)A
232 75 :M
.844(preemption)A
268 93 :M
.844(preemption)A
304 111 :M
.844(preemption)A
106 129 :M
1.196(current)A
106 145 :M
1.653(priority)A
268 237 :M
1.811(time)A
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gS 0 0 552 730 rC
96 256 :M
3.855 .386(Processes are dispatched by their current priority.)J
78 271 :M
2.852 .285(This scheme is like a MLFB scheme, with two differences:)J
60 286 :M
(\245)S
78 286 :M
2.878 .288(processes need not start at the highest level; and)J
60 301 :M
(\245)S
78 301 :M
2.906 .291(quanta are associated with each )J
f214 sf
.815(process)A
f138 sf
2.325 .233(, not level)J
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