Mathematics – Functional Analysis
Scientist
Mathematics
Functional Analysis
Scientist
A weak-strong convergence property and symmetry of minimizers of constrained variational problems in $\mathbb{R}^N$
Balls are Maximizers of the Riesz-Type Functionals with Supermodular Integrands
Existence of Minimizers of a class of multi-constrained variationnal problems in the absence of compactness, symmetry and monotonicity
Generalized Polya-Szego inequality and applications to some quasi-linear elliptic problems
On Schrödinger Systems with Local and Nonlocal Nonlinearities - Part II
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