写文河北,写文成人

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本文是一篇论文论文范文,论文类有关毕业论文参考文献格式,关于写文河北,写文成人相关在职毕业论文范文。适合论文及参考文献及范例方面的的大学硕士和本科毕业论文以及论文相关开题报告范文和职称论文写作参考文献资料下载。

撰写论文时该注意些什麽

俞征武订於2002/6/11.

大纲:

前言

论文基本格式编排

论文基本架构

正确的写作方式

常犯的英文文法错误

论文之引用

论文之收藏

零前言

一般科技性质的学术论文有其一定的格式.初写论文的学生因较不熟悉,故常有很大的困扰.所以写了一些提示,希望提醒自己或对我的学生有所帮助.

论文基本格式

写作论文一般每个Journal有自己的规定.但整篇论文必须有统一的格式(format)却是一致遵守的习惯.以下列出常见的规矩:

字体与字型:

font为timesnewroman,字体大小为12点字.

每个section中的title其字体大小为14(小section)或16点字(大section).

Paper的标题(title)的字体大小为18点字,而且需置中.

段落:

文章中每段落左右需切齐.

每一个section前需空一行.

每一个paragraph前需缩排.

空格:

逗号後面接一个空格,如:等inthepaper,hence等.

在两个word中只用一个空白分隔,不可使用两个空白以上.

斜体:

论文中所有变数都要斜体,如:Whenx>,y,thealgorithm等.

论文中自行定义的名词在第一次出现时需斜体,之後就不再用斜体.

论文中所有constant不要斜体,如:Whenx1>,y2,thealgorithm等.其中1,2虽然在下标一样不需斜体.

其他:

缩写要用小括号,如randomaccesemory(RAM).

使用三个小点(等)代表省略,如x1,x2,等,xn,

参考论文之引用需用中括号,如:In[16],wehepresented等.

利用大括号代表集合(set),如:LetS等于{1,2,3,4,5},等.

整篇文章不用粗体(bold).

Figure的说明在正下方,Tables的说明在正上方.

定理证明结束的最後一行的最右方写入"".

行间的距离请用doublespace,虽然不同的刊物有不同的要求.

论文基本架构

以下利用一个例子来说明论文的基本架构.

论文标题(title)

(论文标题范例)需简短并指出论文的特色及贡献

【范例】

IrregularRedistributionSchedulingbyPartitioningMessages

Chun-IChen,ChangWuYu,Ching-HsienHsu,Kun-MingYu,andC.-K.Liang

DepartmentofComputerScienceandInformationEngineering

ChungHuaUniversity,Hsinchu,Taiwan300,R.O.C.

{cwyu,chh,yu,ckliang}@chu.edu.tw

摘 要(Abstract)

撰写摘 要可用一句话点明研究问题的领域及重要性.用两三句话定义研究问题及动机.再用两三句话说明研究具体的成果,最後一句提及主要贡献.

【范例】

Abstract

Dynamicdataredistributionenhancesdatalocalityandimprovesalgorithmperformancefornumerousscientificproblemsondistributedmemorymulti-puterssystems.RegulardatadistributiontypicallyemploysBLOCK,CYCLIC,orBLOCK-CYCLIC(c)tospecifyarraydeposition.Conversely,anirregulardistributionspecifiesanunevenarraydistributionbasedonuser-definedfunctions.Performingdataredistributionconsistsoffourcosts:indexputationalcost,scheduleputationalcost,messagepacking/unpackingcost,anddatatranercost.Previousresultocusonreducingtheformerthreecosts.However,inirregularredistribution,messageswithvaryingsizesaretranittedinthesamemunicationstep.Therefore,thelargestsizedmessagesinthesamemunicationstepdominatethedatatranertimerequiredforthiunicationstep.Thisworkpresentsanefficientalgorithmtopartitionlargemessagesintomultipleallonesandschedulesthembyusingtheminimumnumberofstepswithoutmunicationcontentionand,indoingso,reducingtheoverallredistributiontime.Whenthenumberofprocessorsorthemaximumdegreeoftheredistributiongraphincreasesortheselectedsizeofmessagesiedium,theproposedalgorithmcansignificantlyreducetheoverallredistributiontimeto52%.Moreover,theproposedalgorithmcanbeappliedtoarbitrarydataredistributionwhileslightlyincreasingthemunicationschedulingtime.

Keywords:dataredistribution,scheduling,edgecoloring,bipartitegraphs,multi-graphs

1.简介(Introduction)

1.1首先界定您的研究问题的研究领域并说明此领域在广度上的重要性.

【范例】

Parallelputingsystemshebeenextensivelyadoptedtoresolveplexscientificproblemsefficiently.Whenprocessinariousphasesofapplications,parallelsystemsnormallyexploitdatadistributionschemestobalancethesystemloadandyieldabetterperformance.Generally,datadistributionsareeitherregularorirregular.RegulardatadistributiontypicallyemploysBLOCK,CYCLIC,orBLOCK-CYCLIC(c)tospecifyarraydeposition[14,15].Conversely,anirregulardistributionspecifiesanunevenlyarraydistributionbasedonuser-definedfunctions.Forinstance,HighPerformanceFortranversion2(HPF2)providesageneralizedblockdistribution(GEN_BLOCK)[19,20]format,allowingunequallysizedmessages(ordatasegments)ofanarraytobemappedontoprocessors.GEN_BLOCKpesthewayforprocessorswithvaryingputationalabilitiestohandleappropriatelysizeddata.


Arrayredistributioniscrucialforsystemperformancebecauseaspecificarraydistributionmaybeappropriateforthecurrentphase,butinpatibleforthesubsequentone.Manyparallelprogramminglanguagesthussupportrun-timeprimitiveorrearrangingaprogram'sarraydistribution.Thereforedevelopingefficientalgorithmorarrayredistributionisessentialfordesigningdistributedmemorypilerorthoselanguages.Whilearrayredistributionisperformedatruntime,atrade-offoccursbetweentheefficiencyofthenewdatarearrangementfortheingphaseandthecostofarrayredistributingamongprocessors.

1.2在此研究领域上有何研究问题需要解决可和先人的成果比较以突显本论文的创意.

【范例】

Performingdataredistributionconsistsoffourcosts:indexputationalcostTi,scheduleputationalcostTs,messagepacking/unpackingcostTpanddatatranercost.Theindexandscheduleputationsareexecutedinpliertime,withtheremaininginruntime.Thedatatranercostforeachmunicationstepconsistsofstart-upcostTuandtranissioncostTt.Lettheunittranissiontime(denotethecostoftranerringamessageofunitlength.ThetotalnumberofmunicationstepsisdenotedbyC.TotalredistributiontimeequalsTi+Ts+,where等于Max{d1,d2,d3.,dk}anddjrepresentsthesizeofmessagescheduledinithmunicationstepforj等于1tok.

Previousresultocusonreducingtheformerthreecosts(i.e.,Ti,Ts,andTu).Inirregularredistribution,messagesofvaryingsizesarescheduledinthesamemunicationstep.Therefore,thelargestsizeofmessageinthesamemunicationstepdominatesthedatatranertimerequiredforthiunicationstep.

1.3此问题期望如何被解决:如降低演算法的时间复杂度或减少电源的耗费等尽可能利用量化说明.

【范例】

Basedonthefact,thisworkpresentsanefficientalgorithmtopartitionlargemessagesintomultipleallonesandschedulesthembyusingtheminimumnumberofstepswithoutmunicationcontentionand,indoingso,reducingtheoverallredistributiontime.

1.4.说明研究动机:如果此问题没被解决或是充分了解,会有多大的负面的问题明确地直接地说明本研究的目标.

1.6.您的研究将利用何种技巧达成预期的成果.

【范例】

Specifically,theminimumvalueofTs,andCarederived,alongwiththevalueofmireducedbyshorteningtherequiredmunicationtimeforeachmunicationstep.

1.7.说明预期的结果.

1.8预期此研究对整个领域的贡献(广度)

【范例】

Whenthenumberofprocessorsorthemaximumdegreeoftheredistributiongraphincreasesortheselectedsizeofmessagesiedium,theproposedalgorithmcansignificantlyreducestheoverallredistributiontimeto52%.Moreover,theproposedalgorithmcanbeappliedtoarbitrarydataredistributionwhileslightlyincreasingthemunicationschedulingtime.

紧接着是整篇论文的大纲:

【范例】

Therestofthepaperisanizedaollows.Section2presentsnecessarydefinitionsandnotations.Next,Section3describesthebasicgraphmodelalongwithrelatedwork.ThemaincontributionofthepaperisshowninSection4.WealsoconductsimulationsinSection5todemonstratethemeritsofouralgorithm.Finally,Section6concludesthepaper.

2.前人成果介绍(survey)[16,18]Routingisanimprovementtothetable-drivenanddistance-vectorbasedDSDValgorithm.WithDSDV(Destination-S

本文是一篇论文论文范文,论文类有关毕业论文参考文献格式,关于写文河北,写文成人相关在职毕业论文范文。适合论文及参考文献及范例方面的的大学硕士和本科毕业论文以及论文相关开题报告范文和职称论文写作参考文献资料下载。

equencedDistance-Vector)Routing[17],everymobilenodemaintainsaroutingtablerecordingallthepossibledestinationsandnumberofhopstoeachdestination.Inordertomaintainroutingtableconsistency,itrequiresnodestoperiodicallybroadcastroutingupdatesthroughoutthework.

【范例二】

Techniqueorregulararrayredistributioncanbeclassifiedintotwogroups:themunicationsetsidentificationandmunicationoptimizations.TheformerincludesthePITFALLS[17]andtheScaLAPACK[16]methodorindexsetsgeneration.Parketal.[14]devisedalgorithmorBLOCK-CYCLICdataredistributionbetweenprocessorsets.Dongarraetal.[15]proposedalgorithmicredistributionmethodorBLOCK-CYCLICdepositions.Zapataetal.[1]designedparallelsparseredistributioncodeforBLOCK-CYCLICdataredistributionbasedonCRSstructure.Also,theGeneralizedBasic-CycleCalculationmethodwaspresentedin[3].Techniqueormunicationoptimizationsprovidedifferentapproachestoreducethemunicationoverheadsinaredistributionoperation.

3.定义或背景(notationsanddefinitions)

【范例】

AnydataredistributioncanberepresentedbyabipartitegraphG等于(S,T,E),calledaredistributiongraph.WhereSdenotessourceprocessorset,Tdenotesdestinationprocessorset,andeachedgedenotesamessagerequiredtobesent.Forexample,aBlock-Cyclic(x)toBlock-Cyclic(y)dataredistributionfromPprocessorstoQprocessors(denotedbyBC(x,y,P,Q))canbemodeledbyabipartitegraphGBC(x,y,P,Q)等于(S,T,E)whereS等于{s0,s1,等,s(s(-1}(T等于{t0,t1,等,t(t(-1})denotesthesourceprocessorset{p0,p1,等,p(s(-1}(destinationprocessorset{p0,p1,等,p(t(-1})andwehe(si,tj)(Ewithweightwifsourceprocessorpihastosendtheamountofwdataelementstodestinationprocessorpj.Forsimplicity,weuseBC(x,y,P)todenoteBC(x,y,P,P).

4.主要成果(mainresults)ccordingly,foragivendataredistributionproblem,aconflict-freeschedulingwiththeminimumnumberofmunicationstepscanbeobtainedbycoloringtheedgesofthecorrespondingredistributiongraphG.WhenGisbipartite,itiswellknownthat(((G)等于((G)[22].Asaresult,theminimumnumberofrequiredmunicationstepsequalsthemaximumdegree(ofthegivendistributiongraphG.

Previousworkisequivalenttofindingoutanedgecolorings{E1,E2,E3,等,E(}ofGsothat(i.e.,thedatatranertime)canbedecreased.Tothebestofourknowledge,itisstillopentodeviseanefficientalgorithmtominimizebothoftheoverallredistributiontimeandmunicationsteps.

Unlikeexistingalgorithms,themainideabehindourworkistopartitionlargedatasegmentsintomultiplealldatasegmentsandproperlyschedulethemindifferentmunicationstepswithoutincreasingthenumberoftotalmunicationsteps.

4.2Anexample

【范例】

Forexample,Figure6depictsaredistributiongraphwiththemaximumdegree(等于4.

Figure6.Aredistributiongraphwith(等于4.

Weneedfourmunicationsteporthisdataredistributionsince(((G)等于((G)等于4.Inaddition,theoverallcostofthecorrespondingschedulingis38(SeeTable1).

Table1.TheschedulingcorrespondstotheedgecoloringinFigure4.

Step1(red)2(yellow)3(green)4(purple)TotalCost18631138

NotethatthetimecostofStep1(coloredinred)isdominatedbythedatasegment(with18dataelements)fromP0toQ0.Supposethatweevenlypartitionthesegmentintotwodatasegments(with9and9dataelementsrespectively)andtranitthemindifferentsteps,thenthetimerequiredforStep1isreducedto10(dominatedbythedatasegmentfromP3toQ3).Notethatthedatapartitionaddsanedge(P0,Q0)intheoriginalredistributiongraph.Similarly,wecanpartitionanylargedatasegmentintomultiplealldatasegmentifthemaximumdegreeoftheresultingredistributiongraphremainsunchanging.Afterseveraldatapartitions,theoverallmunicationcostcanbereducedto29andthenumberofrequiredmunicationstepisstillminimized(seeFigure7andTable2).

Figure7.Theresultingredistributiongraphafterpartitioninglongdatasegments.

Table2.Theschedulingafterpartitionlongdatamunications.

Step1(red)2(yellow)3(green)4(purple)TotalCost995629

较正式的成果说明.

【范例】

Thealgorithmoftheselectionstepisshownaollows.

AlgorithmSelection()

Input:AredistributiongraphG等于(S,T,E)withmaximumdegree.

Output:AredistributiongraphG等于(S,T,E(D)withmaximumdegree,whereDrepresentsthosedummyedgesaddedinthealgorithm.

Step1.Selecttheedgeek等于(si,tj)fromEsuchthatthevaluewk/(1+vk)isthelargestanddG(si)<,anddG(tj)<,,wherevkdenotesthenumberofaddeddummyedgewiththesameendpointsofek.Ifnosuchedgeexists,terminatethisalgorithm.

Step2.Addadummyedgeek'等于(si,tj)toDandsetvk等于vk+1.

Step3.GotoStep1.

ThetimeplexityofSelectionisO(mlogm),wheremisthesizeofedgesetoftheinputredistributiongraph.

4.4Complexity

5.理论上的证明(simulationresults).实验结果GEN_BLOCKdistribution.GivenanirregulararrayredistributiononA[1:N]overPprocessors,theeragesizeofdatablocksisN/P.LetTb(Ta)denotethetotalredistributioncostwithout(with)applyingouralgorithm.ThereductionratioRequals(Tb-Ta)/Tb.Moreover,let{E1,E2,E3,等,E(}ofGdenotetheoutputofSchedulingstep.WealsodefineCi等于.Asaresult,theoverallredistributiontimeisboundedbyB等于sincetheproposedalgorithmdoesnotselectmaximum-degreeedgeorfurtherpartition.Otherwise,therequiredmunicationstepwillbeincreased.

Tothoroughlyevaluatehowouralgorithmaffectsthedatatranercost,oursimulationsconsiderdifferentscenarios.Eachdatapointinthefollowingfiguresrepresentsanerageofatleast10000runsineachdifferentscenario.

Thefirstscenarioassumesthatthesizeofdataarrayiixed,i.e.,N等于100,thenumberofprocessorsrangefrom4,8,16,32,64,to128,thesizeofdatablocksisrandomlyselectedbetween1and50.InFigure12,thevalueofTbdrasticallyraisesasthenumberofprocessorsincreases.However,afterapplyingouralgorithm,theoveralldistributiontimeTaoothlyraisesasthenumberofprocessorsincreases.NotethattheBvaluedropsasthenumberofprocessorincreaseduetothedecreaseoftheeragevaluesofdataelementsinasinglemunication.Inshort,whenthenumberofprocessorsincreases,thereductionratioRraisesifapplyingourpartitionalgorithm.

Figure12.SimulationresultsofScenarioI.

Thesecondscenarioassumesthatthenumberofprocessorsiixed,i.e.,P等于32,thesizeofdataarrayNequals1600,3200,6400,9600,or12800,andthesizeofdatablocksisrandomlyselectedbetween1and2((N/P).AsshowninFigure13,thevaluesofTa,Tb,andBraisesasthesizeofdataarrayNincreasesduetotheincreaseoftheeragenumberofdataelementsinasinglemunication.However,thereductionratiostaysabout52%byapplyingourpartitionalgorithm,evenwiththelargesizeofdataarray.

Figure13.SimulationresultsofScenarioII.

结论

简单摘 要整篇论文的贡献及使用的技巧

此研究对该领域有何启发

贡献有何处可扩展

WereyourresultsexpectedIfnot,whynot

Whatgeneralizationsorclaimsareyoumakingaboutyourresults

Doyourresultscontradictorsupportotherexperimentalresults

Dotheysuggestotherobservationsorexperimentswhichcouldbedonetoconfirm,refute,orextendyourresults

Doyourresultssupportorcontradictexistingtheory

Doyourresultssuggestthatmodifications

本文是一篇论文论文范文,论文类有关毕业论文参考文献格式,关于写文河北,写文成人相关在职毕业论文范文。适合论文及参考文献及范例方面的的大学硕士和本科毕业论文以及论文相关开题报告范文和职称论文写作参考文献资料下载。

orextensionsneedtobemadetoexistingtheoryWhatarethey

Couldyourresultsleadtoanypracticalapplications

Stresshowtheresultsinthisstudyconfirmyourengineering/Scientificmotivations(specificandgeneral)and,ultimately,yourreader'sinterests(i.e.Engineering/Scientificneed).

【范例】

Wehepresentedanefficientalgorithmtoreducetheoverallredistributiontimebyapplyingdatapartition.Simulationresultsindicatesthatwhenthenumberofprocessorsorthemaximumdegreeoftheredistributiongraphincreasesortheselectedsizeofdatablocksisappropriate,ouralgorithmeffectivelyreducetheoverallredistributiontime.Infuture,wetrytoestimatethereductionratioprecisely.Wealsobelievethatthetechniquesdevelopedinthestudycanbeappliedtoresolveotherschedulingproblemsindistributionsystems.

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