黎曼几何(riemannian geometry)是非欧几何的一种，亦称“椭圆几何”。德国数学家黎曼，对空间与几何的概念作了深入的研究，于1854年发表《论作为几何学基础的假设》一文，创立了黎曼几何。
黎曼几何 [数] Riemannian geometry ; Riemann geometry ; Riemannian
最新的黎曼几何教材 Riemannian Manifolds An Introduction to Curvature by John M. Lee
标准的黎曼几何教材 doCarmo, Riemannian Geometry
现代黎曼几何简明教程 Riemannian Geometry
黎曼几何相关教材 Riemannian Geometry
黎曼几何学 [数] Riemannian geometry
伪黎曼几何 Pseudo-Riemannian Geometry
现代黎曼几何导论 RIEMANNIAN GEOMETRY-A MODERN INTRODUCTION
黎曼几何的积分公式 integral formulas in riemannian geometry
黎曼-芬斯勒几何导论 An Introduction to Riemann-Finsler Geometry
曲率是黎曼几何中的热门研究课题。
Positive curvature has been a frequent subject in Riemannian geometry.
结果与用黎曼几何表述的广义相对论和实际观测相符。
These results are in agreement with those obtained by general relativity expressed in Riemannian geometry and that from practical observations.
本文对牛顿万有引力定律提出了一种非黎曼几何的相对论性的可能修正公式。
In this paper, a possible Correction of non-Riemannian geometric relativity is made for Newton's Law of Gravitation.
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