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Existence of an open set such that the map is submersive

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#differential-geometry #manifolds #compact-manifolds
71
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Minimizing elastic energy of shrinking balls

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#differential-geometry #riemannian-geometry #calculus-of-variations #compact-manifolds #variational-analysis
121
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Is a manifold-with-boundary with given interior and non-empty boundary essentially unique?

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#manifolds #manifolds-with-boundary #compact-manifolds
337
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Why is this 3-manifold irreducible?

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#algebraic-topology #smooth-manifolds #geometric-topology #compact-manifolds
280
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Stiefel Whitney class and intersection form

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#algebraic-topology #low-dimensional-topology #compact-manifolds
29
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Sobolev spaces on domains and manifolds, what is the difference?

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#manifolds #sobolev-spaces #compact-manifolds
159
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Improve Lie algebra structure constant formula $f^{abc} f^{ade} \propto \delta^{b,d}\delta^{c,e}-\delta^{b,e}\delta^{c,d} + ...?$

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#abstract-algebra #lie-groups #lie-algebras #compact-manifolds
40
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$H^1(\Omega)$ in Euclidean space vs $H^1(\Sigma)$ on a compact surface

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#manifolds #sobolev-spaces #riemann-surfaces #compact-manifolds
120
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Projective bundle over complex algebraic variety

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#algebraic-geometry #complex-geometry #kahler-manifolds #compact-manifolds
330
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How are Sobolev spaces on compact Riemannian manifolds defined?

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#sobolev-spaces #compact-manifolds
419
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Is the definition of the Sobolev space H^1(M) on a compact manifold that simple?

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#sobolev-spaces #compact-manifolds
73
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Is this proof that $M$ is orientable correct?

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#proof-verification #algebraic-topology #manifolds #compact-manifolds
88
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Is a compact connected manifold-with-boundary a CW complex?

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#cw-complexes #manifolds-with-boundary #compact-manifolds
239
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Fiber bundle and local trivial fibration

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#algebraic-topology #fiber-bundles #fibration #compact-manifolds
51
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Reference SUBMANIFOLDS OF R^N

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#multivariable-calculus #differential-geometry #manifolds #smooth-manifolds #compact-manifolds

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