《Manifold Identities》是一本圖書，作者是Hemetek, Ursula、Lechleitner, Gerda、Naroditskaya, Inna。
基本介紹
- 外文名：Manifold Identities
- 作者：Hemetek, Ursula、Lechleitner, Gerda、Naroditskaya, Inna
- 頁數：353 頁
- ISBN：9781904303374
Manifold Identities
相關詞條
- 物理學家用的微分幾何和李群
1.3 Smooth structure, smooth manifold 1.4 Smooth maps of manifolds 1.5 A technical description of smooth surfaces in Rn Summary of Chapter 1 2 Vector and tensor fields 2.1 Curves and functions on M 2.2 Tangent space, vectors and vector fields 2.3 Integral curves of a vector field 2....
- 黎曼:芬斯勒幾何導論
6.2 C. The Manifold Topology Versus the Metric Topology .6.2 D. Forward Cauchy Sequences, Forward Completeness .6.3 Short Geodesics Are Minimizing 6.4 The Smoothness of Distance Functions 6.4 A. On Minkowski Spaces 6.4 B. On Finsler Manifolds 6.5 Long Minimizing Geodesics 6.6 The Hopf...
- 差分方程導論
maps d stable manifold and the hartman-grobman-cushing theorems d.1 the stable manifold theorem d.2 the hartman-grobman-cushing theorem e the levin-may theorem f classical orthogonal polynomials g identities and formulas answers and hints to selected problems maple programs references index ...
- 數學物理的幾何方法
3.1 Introduction: how a vector field maps a manifold into itself 3.2 Lie dragging a function 3.3 Lie dragging a vector field 3.4 Lie derivatives 3.5 Lie derivative of a one-form 3.6 Submanifolds 3.7 Frobenius' theorem (vector field version)3.8 Proof of Frobenius' theorem 3.9 An ...
- 李嘉禹
14. Li, Jiayu; Liu, Lei, Partial regularity of harmonic maps from a Riemannian manifold into a Lorentzian manifold. Pacific J. Math. 299 (2019), no. 1, 33–52. 15. Li, Jiayu; Zhu, Chaona, The convergence of the mean field type flow at a critical case. Calc. Var. Partial ...
