Tensor Trigonometry
简介：
张量三角学是从Leonard Euler经典形式到具有矢量和标量正投影的通用多维张量形式的平面标量三角学的发展，并且逐步增加了复杂性和机会。书中描述了这个新数学学科的基础知识，并提供了许多应用的初步示例。本书面向多维空间，解析几何，线性和公共代数领域的研究人员，包括矩阵理论，非欧几里德几何，相对论以及所有对新知识和应用感兴趣的人，由精确科学给出。在大学的代数，几何和物理系中，对于这一新学科的教育目的可能很有用。
英文简介：
The tensor trigonometry is development of the flat scalar trigonometry from Leonard Euler classic forms into general multi-dimensional tensor forms with vector and scalar orthoprojections and with step by step increasing complexity and opportunities. Described in the book are fundamentals of this new mathematical subject with many initial examples of its applications.
The book is intended for researchers in the fields of multi-dimensional spaces, analytic geometry, linear and common algebra with theory of matrices, non-Euclidean geometries, theory of relativity and to all those who is interested in new knowledges and applications, given by exact sciences. It may be useful for education purposes on this new subject in university departments of algebra, geometry and physics.
- 书名
- Tensor Trigonometry
- 译名
- 张量三角学
- 语言
- 英语
- 年份
- 2024
- 页数
- 321页
- 大小
- 4.33 MB
- 标签
- 数学
- 下载
Tensor Trigonometry.pdf- 密码
- 65536
最后更新：2025-04-12 23:58:04