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Romain Gicquaud's user avatar
Romain Gicquaud's user avatar
Romain Gicquaud's user avatar
Romain Gicquaud
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18 Answers

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8 votes

Are topological PID's Noetherian?

7 votes
Accepted

A harmonic function $\varphi$ with $D\varphi \in L^q(\mathbb R^n)$ is constant

5 votes
Accepted

Simple elliptic pde problem

4 votes
Accepted

Why is this subset associated to a $2$-tensor dense?

3 votes

Sobolev embedding

3 votes

A survey on positive mass theorem?

3 votes

Weak derivatives and Sobolev spaces on Riemannian manifolds

3 votes
Accepted

Elliptic equations in asymptotically hyperbolic manifolds

2 votes

Lower bound on the first eigenvalue of the Lichnerowicz Laplacian on positive Einstein manifolds

2 votes

Exists $C = C(\epsilon, q)$ such that $\|u\|_{L^p(0, 1)} \le \epsilon \|u'\|_{L^1(0, 1)} + C\|u\|_{L^1(0, 1)}$ for all $W^{1, 1}(0, 1)$?

2 votes

Isometries and fixed points

2 votes

Complete representation theory of $\mathrm{SL}(2,\mathbb R)$

2 votes

Video lectures of mathematics courses available online for free

1 vote

Which convex subsets of a normed space are intersections of balls?

1 vote

Boundary value problem for Dirac operator on manifold with a non-smooth boundary

1 vote

Looking for a reference on conformal mapping on $\Bbb R^n$

0 votes

Functional decaying under the heat flow (?)

0 votes

Which convex subsets of a normed space are intersections of balls?