algorithms - r. sedgewick

algorithms - r. sedgewick

ID:14360811

大小:4.58 MB

页数:560页

时间:2018-07-28

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1、ALGORITHMSROBERTSEDGEWICKBROWNUNNER!MYADDISON-WESLEYPUBLISHINGCOMPANYReading,MassachusettslMenloPark,CaliforniaLondonlAmsterdamlDonMills,OntariolSydneyToAdam,Brett,RobbieandespeciallyLindaThisbookisintheAddison-WesleySeriesinComputerScienceConsultingEditorMichae

2、lA.HarrisonSponsoringEditorJamesT.DeWolfeLibraryofCongressCataloginginPublicationDataSedgewick,Robert,1946-Algorithms.1.Algorithms.I.Title.QA76.6.S4351983519.482-11672ISBNO-201-06672-6ReproducedbyAddison-Wesleyfromcamera-readycopysuppliedbytheauthor.Reprintedwit

3、hcorrections,August1984Copyright01983byAddison-WesleyPublishingCompany,Inc.Allrightsreserved.Nopartofthispublicationmaybereproduced,storedinaretrievalsystem,ortransmitted,inanyformorbyanymeans,electronic,mechanical,photocopying,recording,orotherwise,withoutprior

4、writtenper-missionofthepublisher.PrintedintheUnitedStatesofAmerica.ISBNo-201-06672-6FGHIJ-HA-8987654PrefaceThisbookisintendedtosurveythemostimportantalgorithmsinuseoncomputerstodayandtoteachfundamentaltechniquestothegrowingnumberofpeoplewhoareinterestedinbecomin

5、gseriouscomputerusers.Itisap-propriateforuseasatextbookforasecond,thirdorfourthcourseincomputerscience:afterstudentshaveacquiredsomeprogrammingskillsandfamiliaritywithcomputersystems,butbeforetheyhavespecializedcoursesinadvancedareasofcomputerscienceorcomputerap

6、plications.Additionally,thebookmaybeusefulasareferenceforthosewhoalreadyhavesomefamiliaritywiththematerial,sinceitcontainsanumberofcomputerimplementationsofusefulalgorithms.Thebookconsistsoffortychapterswhicharegroupedintosevenmajorparts:mathematicalalgorithms,s

7、orting,searching,stringprocessing,geomet-ricalgorithms,graphalgorithmsandadvancedtopics.Amajorgoalinthedevelopmentofthisbookhasbeentobringtogetherthefundamentalmethodsfromthesediverseareas,inordertoprovideaccesstothebestmethodsthatweknowforsolvingproblemsbycompu

8、terforasmanypeopleaspos-sible.Thetreatmentofsorting,searchingandstringprocessing(whichmaynotbecoveredinothercourses)issomewhatmorecompletethanthetreat-mentofmathemati

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