Geometric Algebra for Computer Science 计算机科学用几何代数学:面向对象的几何学方法
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作者Leo、Daniel、Stephen Mann 著
出版社Morgan Kaufmann
出版时间2009-03
版次1
装帧精装
上书时间2024-11-16
商品详情
- 品相描述:七品
图书标准信息
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作者
Leo、Daniel、Stephen Mann 著
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出版社
Morgan Kaufmann
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出版时间
2009-03
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版次
1
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ISBN
9780123749420
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定价
711.60元
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装帧
精装
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开本
其他
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纸张
其他
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页数
664页
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正文语种
英语
- 【内容简介】
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Untilrecently,alloftheinteractionsbetweenobjectsinvirtual3Dworldshavebeenbasedoncalculationsperformedusinglinearalgebra.Linearalgebrareliesheavilyoncoordinates,however,whichcanmakemanygeometricprogrammingtasksveryspecificandcomplex-oftenalotofeffortisrequiredtobringaboutevenmodestperformanceenhancements.Althoughlinearalgebraisanefficientwaytospecifylow-levelcomputations,itisnotasuitablehigh-levellanguageforgeometricprogramming."GeometricAlgebraforComputerScience"presentsacompellingalternativetothelimitationsoflinearalgebra.Geometricalgebra,orGA,isacompact,time-effective,andperformance-enhancingwaytorepresentthegeometryof3Dobjectsincomputerprograms.InthisbookyouwillfindanintroductiontoGAthatwillgiveyouastronggraspofitsrelationshiptolinearalgebraanditssignificanceforyourwork.YouwilllearnhowtouseGAtorepresentobjectsandperformgeometricoperationsonthem.AndyouwillbeginmasteringproventechniquesformakingGAanintegralpartofyourapplicationsinawaythatsimplifiesyourcodewithoutslowingitdown.ThistitleexplainsGAasanaturalextensionoflinearalgebraandconveysitssignificancefor3Dprogrammingofgeometryingraphics,vision,androbotics.ItsystematicallyexplorestheconceptsandtechniquesthatarekeytorepresentingelementaryobjectsandgeometricoperatorsusingGA.Itcoversindetailtheconformalmodel,aconvenientwaytoimplement3Dgeometryusinga5Drepresentationspace.ItpresentseffectiveapproachestomakingGAanintegralpartofyourprogramming.Itincludesnumerousdrillsandprogrammingexerciseshelpfulforbothstudentsandpractitioners.CompanionwebsiteincludeslinkstoGAViewer,aprogramthatwillallowyoutointeractwithmanyofthe3Dfiguresinthebook,andGaigen2,theplatformfortheinstructiveprogrammingexercisesthatconcludeeachchapter.
- 【作者简介】
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DanielFontijneholdsaMaster'sdegreeinartificialIntelligenceandaPh.D.inComputerScience,bothfromtheUniversityofAmsterdam.Hismainprofessionalinterestsarecomputergraphics,motioncapture,andcomputervision.
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