《Concept Mapping in Mathematics》是一本圖書，作者是Afamasaga-Fuata'i, Karoline。
基本介紹
- 外文名：Concept Mapping in Mathematics
- 作者：Afamasaga-Fuata'i, Karoline
- 頁數：356 頁
- ISBN：9781441947055
Concept Mapping in Mathematics
相關詞條
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This book can be used as a textbook for undergraduate students in the science andengineering schools whose majors are not mathematics, and may also be suitableto the readers at the same level.目錄 Chapter 1 Functions and limits1 1.1Mappings and functions1 1.1.1Sets1 1.1.2Mappings4 1.1....
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CHAPTER 3 The Degree of a Mapping. The Intersection Index of Submanifolds Applications 12. The concept of homotopy 12.1. Definition of homotopy. Approximation ofcontinuous maps and homotopies by smooth ones 12.2. Relative homotopies 13. The degree ofa map 13.1. Definition ofdegree 13.2. ...
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7．1．2 Mapping the Relationship of Constraint Points Between Successive Subdivision Levels 7．1．3 The Deformation Algorithm 7．2 Editing of Subdivision Level Meshes Using Potential Functions 7．2．1 Mesh-Constrained Deformations Under Potential Functions 7．2．2 Updating of the Potential Function 7...
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- Werner Breitung
Werner Breitung是香港大學、中山大學教授。Degrees: StR in geography and mathematics (Free University Berlin), First thesis: Transformation of Berlin's 19th century suburbs. Second thesis: Economic change in the environs of Berlin - the example of the industrial area of Teltow. Teaching at ...
