On the regularity of the principal eigenvalue of the Schrödinger operator on bounded domains

Prelegent(ci)

Marcin Małogrosz

Afiliacja

Politechnika Warszawska

Termin

29 listopada 2018 12:30

Pokój

p. 5070

Seminarium

Seminarium Zakładu Równań Fizyki Matematycznej

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I will present my recent result concerning Lipschitz continuity of the principal eigenvalue of the Schrödinger operator H = - Δ + V on a bounded domain with respect to perturbations of the potential V in Lebesgue spaces. An application to linear stability analysis of stationary solutions of reaction-diffusion equations will be discussed as well. 

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