activity
20112026
most citedForced periodic solutions for nonresonant parabolic equations on R^N

4 citations · 8 across the 13 of their papers we have counts for

collaborators

15 papers

math.AP2026

Standing waves for Schrodinger equations with Kato class potentials and -bounded nonlinearities

Aleksander Ćwiszewski, Piotr Kokocki

We establish the existence of standing waves for a nonlinear Schrodinger equation with potentials belonging to the Kato class and an -bounded nonlinearity, whose Lipschit…

q-bio.PE2024

Effects of Marine Reserve Creation in Single Species and Prey-Predator Models

Aleksander Ćwiszewski, Sławomir Plaskacz

Single species fisheries and prey-predator models with marine protected areas (MPA) are studied. The single species case is considered when the fishing effort is around the species…

math.AP2023

Standing Waves for Schrödinger Equations with Kato-Rellich potentials

Aleksander Ćwiszewski, Piotr Kokocki

We show the existence of standing waves for the nonlinear Schrödinger equation with Kato-Rellich type potential. We consider both resonant with the nonlinearity satisfying one of L…

math.AP2020

Invariance and Strict Invariance for Nonlinear Evolution Problems with Applications

Aleksander Ćwiszewski, Grzegorz Gabor, Wojciech Kryszewski

Sufficient conditions for the invariance of evolution problems governed by perturbations of (possibly nonlinear) -accretive operators are provided. The conditions for the invari…

math.AP2020

Period Estimates for Autonomous Evolution Equations with Lipschitz Nonlinearities

Aleksander Ćwiszewski, Władysław Klinikowski

We derive an estimate for the minimal period of autonomous strongly damped hyperbolic problems. Our result corresponds to the works by Yorke, Busenberg et al. for ordinary differen…

math.AP2018★ 1 cited

Bifurcation from infinity for elliptic problems on

Aleksander Ćwiszewski, Wojciech Kryszewski

In the paper the asymptotic bifurcation of solutions to a parameterized stationary semilinear Schrödinger equation involving a potential of the Kato-Rellich type is studied. It is…