Part II: Tensor analysis on manifolds In Part II of this contribution the theory of fourth-order tensors and tensor differentiation introduced in Part I will be applied to finite deformation pr... O Kintzel - ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewand...
当当网图书频道在线销售正版《【预订】Tensor Analysis on Manifolds》,作者:Bishop,出版社:Dover Publications。最新《【预订】Tensor Analysis on Manifolds》简介、书评、试读、价格、图片等相关信息,尽在DangDang.com,网购《【预订】Tensor Analysis on Manifolds
There are a few assumptions in this definition. A set with a topology is one in which open subsets are known. Furthermore, if for every two distinct elements (or points) p and q there exist open and disjoint subsets containing p and q , respectively, then the topology is called ...
Chapter 3. Tensor analysis on manifolds Chapter 4. Additional topics from the tensor calculus Chapter 5. The calculus of differential forms Chapter 6. Invariant problems in the calculus of variations ··· (更多) 丛书信息· ··· Dover Books ...
> Tensor Analysis on Manifolds 作者: Richard L. Bishop, Samuel I. Goldberg isbn: 0486640396 书名: Tensor Analysis on Manifolds 页数: 288 定价: USD 12.95 出版社: Dover Publications 装帧: Paperback 出版年: 1980-12-01© 2005-2024 douban.com, all rights reserved 北京豆网科技有限公司 关于...
Fields on Manifolds Chapter IV – Tensor Fields on ManifoldsChapter IV – Tensor Fields on ManifoldsErdoan S. uhubiExterior Analysis
TopicsManifolds and Cell Complexes (incl. Diff.Topology),Analysis,Theoretical, Mathematical and Computational Physics,Systems Theory, Control,Calculus of Variations and Optimal Control; Optimization Publish with us Back to top Access this book eBook ...
Tensor Analysis on Manifolds Educational and scientific institutions are encouraged to reproduce and distribute these materials for educational use free of charge as long as credit and notification are provided. For any other purpose except educational or scientific... RL Bishop,SI Goldberg - 《American...
Tensors were invented as an extension of vectors to formalize the manipulation of geometric entities arising in the study of mathematical manifolds. A vector is an entity that has both magnitude and direction; it is representable by a drawing of an arrow, and it combines with similar entities ...
Tensors and Manifolds With Applications to Physics (2nd edn) I have had a love/hate relationship with this book ever since it first came out. On the one hand, this is an excellent introduction for mathematicians to the differential geometry underlying general relativity. On the other hand, thi...