• 多面形理论(英文版)
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多面形理论(英文版)

正版二手书籍,8成新左右

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作者Yanpei Liu 著

出版社科学出版社

出版时间2008-01

版次1

装帧精装

货号9787030208880

上书时间2024-08-27

中华文渊阁

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图书标准信息
  • 作者 Yanpei Liu 著
  • 出版社 科学出版社
  • 出版时间 2008-01
  • 版次 1
  • ISBN 9787030208880
  • 定价 64.00元
  • 装帧 精装
  • 开本 16开
  • 纸张 胶版纸
  • 页数 335页
  • 正文语种 英语
【内容简介】
Thismonographisforaunifiedtheoryofsurfaces,embeddingsandmapsallconsideredaspolyhedraviathejointtreemodalwhichwasinitiatedfromtheauthorsarticlesintheseventiesoflastcenturyandhasbeenbasicallydevelopedinrecentdecades.Completeinvariantsforeachclassificationaretopologically,combinatoriallyorisomorphicallyextracted.Anumberofcountingpolynomialsincludinghandleandcrosscappolynomialsarepresented.Inparticular,anappendixservesastheexhaustivecountingsupermaps(rootedandnonrooted)includingthesepolynomialswithundergraphsofsmallsizeforthereadersdigests.
Althoughthebookismainlyforresearchersinmathematics,theoreticalphysics,chemistry,biologyandsomeothersrelated,thebasicpartineachchaptercanalsobechosenforgraduatesandcollegeteachersasreferences.
【目录】
Preface
ChapterⅠPreliminaries
Ⅰ.1Setsandmappings
Ⅰ.2Partitionsandpermutations
Ⅰ.3Groupactions
Ⅰ.4Networks
Ⅰ.5Notes

ChapterⅡSurfaces
Ⅱ.1Polyhedra
Ⅱ.2ElementaryequⅣalence
Ⅱ.3Polyhegons
Ⅱ.4Orientability
Ⅱ.5Classification
Ⅱ.6Notes

ChapterⅢEmbeddingsofGraphs
Ⅲ.1Geometricconsideration
Ⅲ.2Surfaceclosedcurveaxiom
Ⅲ.3Distinction
Ⅲ.4Jointtreemodel
Ⅲ.5Combinatorialproperties
Ⅲ.6Notes

ChapterⅣMathematicalMaps
Ⅳ.1Basicpermutations
Ⅳ.2Conjugateaxiom
Ⅳ.3TransitⅣity
Ⅳ.4Includedangles
Ⅳ.5Notes

ChapterⅤDualityonSurfaces
Ⅴ.1Dualpartitionofedges
Ⅴ.5Notes

ChapterⅥInvariantsonBasicClass
Ⅵ.1Orientability
Ⅵ.2Eulercharacteristic
Ⅵ.3BasicequⅣalence
Ⅵ.4Orientablemaps
Ⅵ.5Nonorientablemaps
Ⅵ.6Notes

ChapterⅦAsymmetrization
Ⅶ.1Isomorphisms
Ⅶ.2Recognition
Ⅶ.3Upperboundofgrouporder
Ⅶ.4Determinationofthegroup
Ⅶ.5Rootings
Ⅶ.6Notes

ChapterⅧAsymmetrizedCensus
Ⅷ.1Orientableequation
Ⅷ.2Planarmaps...
Ⅷ.3Nonorientableequation
Ⅷ.4Grossequation
Ⅷ.5Thenumberofmaps
Ⅷ.6Notes

ChapterⅨPetalBundles
Ⅸ.1Orientablepetalbundles
Ⅸ.2Planarpedalbundles
Ⅸ.3Nonorientablepedalbundles
Ⅸ.4Thenumberofpedalbundles
Ⅸ.5Notes
ChapterⅩSuperMapsofGenusZero
ChapterⅪSymmetricCensus
ChapterⅫCycleOrientedMaps
ChapterⅫⅠCensusbyGenus
ChapterⅩⅣClassicApplications
AppendixⅠEmbeddingsandmapsofSmallSizeDistributedbyGenus
AppendixⅡOrientableFormsofSurfacesandTheirNonorientableGenusPolynomials
Bibliography
SubjectIndex
AuthorIndex
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