About 67 results
Open links in new tab
  1. What exactly is a manifold? - Mathematics Stack Exchange

    A manifold is some set of points such that for each one we can consult a chart which will transport some region of that manifold containing the point into a region of euclidean space (well understood).

  2. What is a Manifold? - Mathematics Stack Exchange

    Mar 20, 2015 · Now we always encounter definition of a manifold from a mathematical point of view where it is a topological space along with a family of open sets that covers it and the same old …

  3. 怎么理解“流形混合算法”(Manifold Mixup)? - 知乎

    怎么理解“流形混合算法”(Manifold Mixup)? 看到一篇深度学习的论文《Manifold Mixup: Better Representations by Interpolating Hidden … 显示全部 关注者 17 被浏览

  4. 什么是 Finsler Geometry?它与 Riemann 几何有什么关系?

    Cristofaro-Gardiner和Hutchings用embedded contact homology(ECH)证明了任意contact 3-manifold上至少有两个closed Reeb orbits,这modify了Taubes对3维Weinstein conjecture的证明: 这个工作实 …

  5. Introductory texts on manifolds - Mathematics Stack Exchange

    Jun 29, 2022 · I was studying some hyperbolic geometry previously and realised that I needed to understand things in a more general setting in terms of a "manifold" which I don't yet know of. I was …

  6. 《Manifold Garden》中的模型描边是怎么实现的? - 知乎

    Apr 23, 2016 · 《Manifold Garden》中的模型描边是怎么实现的? 我发现《Manifold Garden》这个游戏还是非常漂亮的。 就是想知道它的描边是是怎么实现的,是写Shader做的么? 我觉得应该不可能是 …

  7. Holomorphic functions on a complex compact manifold are only …

    Holomorphic functions on a complex compact manifold are only constants Ask Question Asked 11 years, 11 months ago Modified 9 years, 8 months ago

  8. 为何在数学里 Manifold 会被翻译成“流形”? - 知乎

    但之后英文名多采用了 manifold,比如1912年维布伦在Annals of Mathematics发表的文章《 N 维流形》 [2],则明确采用了 manifold,一直沿用至今 在哲学方面,起初的译名是完全对应字面意思的 …

  9. differential geometry - What is a manifold on a Euclidean space ...

    Nov 25, 2020 · Also, a manifold is not a function, neither a homomorphic or homeomorphic one. A manifold is the mathematical object giving rigorous sense to the sentance "looking locally to the …

  10. 如何学习分析神经流形(neural manifold)? - 知乎

    神经流形(Neural manifold)这个概念的提出和神经科学实验技术的进步紧密相关。 双光子钙成像技术 [1] 和高密度电极探针(如Neuropixels [2])的发明,使得同时记录大量神经元的活动数据成为可能。