1 citations · 1 across the 3 of their papers we have counts for
9 papers
Multiplicity results for ground state solutions of a semilinear equation via abrupt changes in magnitude of the nonlinearity
Carmen Cortázar, Marta García-Huidobro, Pilar Herreros
Given , we define a class of continuous piecewise functions having abrupt but controlled magnitude changes so that the problem $$Δu +f(u)=0,\quad x\in \mathbb R^…
Decay/growth rates for inhomogeneous heat equations with memory. The case of small dimensions
Carmen Cortázar, Fernando Quirós, Noemí Wolanski
We study the decay/growth rates in all norms of solutions to an inhomogeneous nonlocal heat equation in involving a Caputo -time derivative and a power …
Decay/growth rates for inhomogeneous heat equations with memory. The case of large dimensions
Carmen Cortázar, Fernando Quirós, Noemí Wolanski
We study the decay/growth rates in all norms of solutions to an inhomogeneous nonlocal heat equation in involving a Caputo -time derivative and a power …
On the uniqueness of solutions of a semilinear equation in an annulus
Carmen Cortázar, Marta Garcia-Huidobro, Pilar Herreros +1
We establish the uniqueness of positive radial solutions of where $A:=A_{a,b}=\{ x\in {\math…
Large-time behavior for a fully nonlocal heat equation
Carmen Cortázar, Fernando Quirós, Noemí Wolanski
We study the large-time behavior in all norms and in different space-time scales of solutions to a nonlocal heat equation in involving a Caputo -time deriva…
A free boundary problem of Stefan type with nonlocal diffusion
Carmen Cortázar, Fernando Quirós, Noemí Wolanski
We introduce and analyze a nonlocal version of the one-phase Stefan problem in which, as in the classical model, the rate of growth of the volume of the liquid phase is proportiona…