《Fundamental Structures of Algebra and Discrete Mathematics》是1994年出版的圖書,作者是Foldes, Stephan。
基本介紹
- 外文名:Fundamental Structures of Algebra and Discrete Mathematics
- 作者:Foldes, Stephan
- 出版時間:1994年3月
- 頁數:344 頁
- ISBN:9780471571803

《Fundamental Structures of Algebra and Discrete Mathematics》是1994年出版的圖書,作者是Foldes, Stephan。
Geometric structures for the G′₂-Hitchin component 作者: Parker Evans Inflations for representations of shifted quantum affine algebras 作者: Théo Pinet Anisotropic symmetrization, convex bodies, and isoperimetric inequalities 作者: Gabriele Bianchi, Andrea Cianchi, Paolo Gronchi Maximality of ...
第3章FundamentalMathConceptsandFormulas(基本數學概念與公式)11 3.1Integers(整數)12 3.2Operations(運算)16 3.3FactorsandMultiples(因數與倍數)21 3.4ExponentsandRadicals(指數與方根)25 3.5AbsoluteValues(絕對值)28 第4章HeartofAlgebra(代數核心分析)31 4.1BasicAlgebraicTermsandProperties(基本代數術語與性質...
Chapter 19 Mappings and Submanifolds I Chapter 20 Submanifolds II Chapter 21 Fundamental Forms of a Hypersurface Chapter 22 Spaces of Constant Curvature Chapter 23 Space Forms Chapter 24 Four-Dimensional Manifolds Chapter 25 Metrics on a Lie Group I Chapter 26 Metrics on a Lie Group II Chapter 27...
5. Dimension and Algebraic Independence 6. Dimension and Nonsingularity 7. The Tangent Cone Appendix A. Some Concepts from Algebra 1. Fields and Rings 2. Groups 3. Determinants Appendix B. Pseudocode 1. Inputs, Outputs, Variables, and Constants 2. Assignment Statements 3. Looping Structures 4....
Full of features and applications, this acclaimed textbook for upper undergraduate level and graduate level students includes all the major topics of computational linear algebra, including solution of a system of linear equations, least-squares solutions of linear systems, computation of eigenvalue...
2.2 Solvmanifolds and Vector Bundles 2.3 Compact Solvmanifolds (The Structure Theorem)2.4 The Fundamental Group of a Solvmanifold 2.5 The Tangent Bundle of a Compact Solvmanifold 2.6 Transitive Actions of Lie Groups on Compact Solvmanifolds 2.7 The Case of Discrete Stabilizers 2.8 ...
and at Yale University. The general plan of the work is as follows.The present first volume gives an introduction to abstract algebra and gives an account of most of the important algebraic concepts. In a treatment of this type it is impossible to give a comprehensive account of the topics ...
8.Fundamental groupoid 9.Categories of fibrant objects 10.Minimal fibrations 11.The closed model structure Chapter II Model Categories 1.Homotopical algebra 2.Simplicial categories 3.Simplicial model categories 4.The existence of simplicial model category structures 5.Examples of simplicial model ...
《群的上同調》是美國數學家肯尼斯·S.布朗(Kenneth S. Brown)撰寫的數學專著,2009年6月由世界圖書出版公司北京公司出版(ISBN 9787510004643),屬"Graduate Texts in Mathematics"叢書。該書基於作者在康奈爾大學為研究生開設的課程編寫,旨在通過代數與拓撲學交叉方法系統闡述群的上同調理論。全書共十章,前六章為...
This is on excellent graduate-level textbook for people who want to learn or teach the state of the art of numerical linear algebra. It covers systematically all the fundamental topics in theory, as well as software implementation. The book is very easy to use in the classroom since it ...
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《代數拓撲簡明教程》是美國數學家喬·彼得·梅編寫的代數拓撲教材,2019年由世界圖書出版公司出版,原版為1999年芝加哥大學出版社發行的《Chicago Lectures in Mathematics》系列叢書。該書分為兩卷,第1卷涵蓋基本群、覆蓋空間、同倫理論與同調等基礎內容,第2卷(喬·彼得·梅和凱思琳·龐托著)聚焦空間局部化、完備...
1. Zheng Nai-Feng, The quasi-triangular structures over Hom-ω-smash coproduct Hopfalgebras, Applied Mathematics-A Journal of Chinese Universities 2016, 31B: 219-236.2. Zheng Nai-Feng, ThecoalgebrastructureoverHom-Hopfalgebra, Journal of Mathematical Research with Applications 2015, 35: 605-612....
