12 citations · 25 across the 19 of their papers we have counts for
28 papers
Large-time behavior in a nonlocal heat equation with absorption. The absorption dominated case with fast decaying initial data
Carmen Cortázar, Fernando Quirós, Noemi Wolanski
We study the large-time behavior of nonnegative solutions to a nonlocal dispersal equation in with an absorption term modeled by , with . The ini…
A semilinear problem associated to the space-time fractional heat equation in
Carmen Cortázar, Fernando Quirós, Noemí Wolanski
We study the fully nonlocal semilinear equation , , where stands for the Caputo derivative of order and $(-Δ)^β…
Asymptotic profiles for inhomogeneous heat equations with memory
Carmen Cortázar, Fernando Quirós, Noemí Wolanski
We study the large-time behavior 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 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 …
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…