activity
20072026
most cited"Boundary blowup" type sub-solutions to semilinear elliptic equations with Hardy potential

29 citations · 58 across the 19 of their papers we have counts for

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22 papers · 1 filter

math.AP2026

Optimal data-driven solutions for a stationary diffusive model of population growth

Laura Baldelli, Paolo Malanchini, Wolfgang Reichel

We study optimal data-driven solutions for the stationary diffusive population growth model in a bounded domain with Neumann boundary conditions.…

math.AP2023

Pinning in the extended Lugiato-Lefever equation

Lukas Bengel, Dmitry Pelinovsky, Wolfgang Reichel

We consider a variant of the Lugiato-Lefever equation (LLE), which is a nonlinear Schrödinger equation on a one-dimensional torus with forcing and damping, to which we add a first-…

math.AP2022

Breathers and rogue waves for semilinear curl-curl wave equations

Michael Plum, Wolfgang Reichel

We consider localized solutions of variants of the semilinear curl-curl wave equation for $(x,t)…

math.AP2022

Breather solutions for a semilinear Klein-Gordon equation on a periodic metric graph

Daniela Maier, Wolfgang Reichel, Guido Schneider

We consider the nonlinear Klein-Gordon equation on a periodic metric graph (necklace graph) for with K…

math.AP2022

Wellposedness for a (1+1)-dimensional wave equation with quasilinear boundary condition

Sebastian Ohrem, Wolfgang Reichel, Roland Schnaubelt

We consider the linear wave equation on with initial conditions and a nonlinear Neumann boundary condition $u_…

math.AP2022

Traveling waves for a quasilinear wave equation

Gabriele Bruell, Piotr Idzik, Wolfgang Reichel

We consider a 2+1 dimensional wave equation appearing in the context of polarized waves for the nonlinear Maxwell equations. The equation is quasilinear in the time derivatives and…