New posts in riemannian-geometry

Manifolds with geodesics which minimize length globally

riemannian-geometry geodesic

Question about the proof of the index theorem appearing in Milnor's Morse Theory

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Difference between parallel transport and derivative of the exponential map

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Are there spaces that 'look the same' at every point, but are not homogeneous?

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Right-invariance of a volume form on a compact Lie group

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Definition of the principal symbol of a differential operator on a real vector bundle.

differential-geometry partial-differential-equations riemannian-geometry differential-operators

Is every scalar differential operator on $(M,g)$ that commutes with isometries a polynomial of the Laplacian?

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Is every transitive action conformal?

differential-geometry riemannian-geometry lie-groups smooth-manifolds conformal-geometry

Is there a minimal graph in $\mathbb{R}^3$ which is not area-minimizing?

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Can every Riemannian manifold be embedded in a sphere?

riemannian-geometry

Expression of the Hyperbolic Distance in the Upper Half Plane

riemannian-geometry hyperbolic-geometry

The Laplacian of the squared length of a (0,2)-tensor

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Compute distance induced by riemannian metric

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Is there a codifferential for a covariant exterior derivative?

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Totally geodesic submanifolds and conformal class of metrics

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Does the quotient manifold inherit the Riemannian structure?

group-theory riemannian-geometry

Why are we interested in closed geodesics?

riemannian-geometry geodesic manifolds intuition

Chern connection and Levi Civita connection on Kahler manifold

differential-geometry riemannian-geometry complex-geometry

Yarn-like functions

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Lie group with constant metric tensor but nonzero curvature?

riemannian-geometry lie-groups