Giuseppe Negro

4,775 reputation

1636

Master student of Mathematics at the Universidad Autónoma de Madrid.

Scientific interests:

PDEs of mathematical physics, Functional analysis.

In particular:

Spectral theory, Schrödinger equation, Dirac equation, Hardy's inequalities.

	4,775 reputation	bio	website		visits	member for	2 years, 2 months
1636 badges		location	Italy		seen	9 hours ago

4,775 Reputation

graph time post

May 15

20:21

upvote

May 12

+20	00:30	upvote	$\int_\Omega \phi d\mu_n\to\int_\Omega\phi d\mu,\forall\ \phi\in C_0(\Omega) $ and $\mu_n\geq 0$ implies $\mu\geq 0$?
+15	00:11	accept	$\int_\Omega \phi d\mu_n\to\int_\Omega\phi d\mu,\forall\ \phi\in C_0(\Omega) $ and $\mu_n\geq 0$ implies $\mu\geq 0$?

May 11

+5	23:34	upvote	Cutoff functions are not nice in their first derivative
+5	23:24	upvote	How to perturb a Palais-Smale functional so that the Palais-Smale condition is preserved?
+2	19:23	accept	Looking for a first order perturbation of the Laplacian having 0 in its spectrum

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