[大英百科全书指南丛书].The.Britannica.Guide.to.Geometry

[大英百科全书指南丛书].The.Britannica.Guide.to.Geometry

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时间:2019-03-03

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1、Publishedin2011byBritannicaEducationalPublishing(atrademarkofEncyclopædiaBritannica,Inc.)inassociationwithRosenEducationalServices,LLC29East21stStreet,NewYork,NY10010.Copyright©2011EncyclopædiaBritannica,Inc.Britannica,EncyclopædiaBritannica,andtheThistlelogoareregisteredtrademarksofEncyclopædia

2、Britannica,Inc.Allrightsreserved.RosenEducationalServicesmaterialscopyright©2010RosenEducationalServices,LLC.Allrightsreserved.DistributedexclusivelybyRosenEducationalServices.ForalistingofadditionalBritannicaEducationalPublishingtitles,calltollfree(800)237-9932.FirstEditionBritannicaEducational

3、PublishingMichaelI.Levy:ExecutiveEditorJ.E.Luebering:SeniorManagerMarilynL.Barton:SeniorCoordinator,ProductionControlStevenBosco:Director,EditorialTechnologiesLisaS.Braucher:SeniorProducerandDataEditorYvetteCharboneau:SeniorCopyEditorKathyNakamura:Manager,MediaAcquisitionWilliamL.Hosch:Associate

4、Editor,MathematicsandComputerSciencesRosenEducationalServicesHopeLourieKillcoyne:SeniorEditorandProjectManagerJoanneRandolph:EditorNelsonSá:ArtDirectorMatthewCauli:Designer,CoverDesignCindyReiman:PhotographyManagerIntroductionbyJohnStrazzaboscoLibraryofCongressCataloging-in-PublicationDataTheBri

5、tannicaguidetogeometry/editedbyRobertCurley.—1sted.p.cm.—(Mathexplained)“InassociationwithBritannicaEducationalPublishing,RosenEducationalServices.”Includesbibliographicalreferencesandindex.ISBN978-1-61530-217-8(eBook)1.Geometry—History.2.Mathematicians—Biography.I.Curley,Robert,1955–QA443.5.B75

6、2010516.009—dc222009044163Cover©www.istockphoto.com/thumb;p.12©www.istockphoto.com/RyanFox;pp.21,59,115,238,303,206,310©HultonArchive/GettyImages.Contents21Introduction12Chapter1:HistoryofGeometry21AncientGeometry:PracticalandEmpirical22FindingtheRightAngle23LocatingtheInaccessible24Estimatingth

7、eWealth25AncientGeometry:AbstractandApplied2625TheThreeClassicalProblems26DoublingtheCube27TrisectingtheAngle27SquaringtheCircle28IdealizationandProof29TheEuclideanSynthesis30GnomonicsandtheCone32AstronomyandTrigonometry33Ca

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