New posts in Manifolds

Why Mathematicians and Physicists Approach Integration on Manifolds Differently?

Can every manifold be turned into a Lie group?

Can a Lie group be discrete, or even finite?

If the fiber and the base are Kähler manifolds is the total space also Kähler?

Calculating the curvature of product manifold $\mathbb{S}^2 \times \mathbb{R}$

If $\pi:X\to Y$ is a surjective local homeomorphism and $X$ is a smooth manifold, then does $Y$ become a smooth manifold?

Can an $n$-dimensional manifold live inside $\mathbb{R}^m$ for $m < n$?

When is the Rayleigh quotient (spherically) convex?

De Rham cohomology of compact manifold minus one point

Differential of a one-form eating a vector?