Newbetuts

Theorem 8.5 (The chain rule) from "An introduction to manifolds" by Tu - How should I understand the notation $(...)f$ where $f$ is a smooth function?

Local parametrizations and coordinate charts on manifolds

Riemannian metric making a given function harmonic

How important is Differential Geometry for Number Theory?

Compute curvature tensor from constant sectional curvature

Does classification of 1-manifolds with boundary give induced orientation of image of closed interval under a smooth immersion?

Why spherical coordinates is not a covering?

Constant Rank Theorem for Manifolds with Boundary

When does a vector field admit orthogonal fields?

Connections on principal bundles and vector bundles

An example of a derivation at a point on a $C^k$-manifold which is not a tangent vector

Stokes for integration along the fiber

Weak tangent but not a strong tangent

Why is there no $B$ component of acceleration in my Multivariable Calculus class?

New posts in differential-geometry

Integration of a $k$-form over chains

Explicitly proving invariance of curvatures under isometry

Stokes theorem on Lipschitz-manifolds?

The Wronskian of holomorphic differentials as a q-differential

Given the curvature and torsion, find the curve

Arc length parameterization lying on a sphere

Theorem 8.5 (The chain rule) from "An introduction to manifolds" by Tu - How should I understand the notation $(...)f$ where $f$ is a smooth function?

Local parametrizations and coordinate charts on manifolds

Riemannian metric making a given function harmonic

How important is Differential Geometry for Number Theory?

Compute curvature tensor from constant sectional curvature

Does classification of 1-manifolds with boundary give induced orientation of image of closed interval under a smooth immersion?

Why spherical coordinates is not a covering?

Constant Rank Theorem for Manifolds with Boundary

When does a vector field admit orthogonal fields?

Connections on principal bundles and vector bundles

An example of a derivation at a point on a $C^k$-manifold which is not a tangent vector

Stokes for integration along the fiber

Weak tangent but not a strong tangent

Why is there no $B$ component of acceleration in my Multivariable Calculus class?