3 papers
math.AP2026
Decay of solutions of nonlinear Dirac equations: the 2D case
Sebastian Herr, Christopher Maulén, Claudio Muñoz
We study the long-time behavior of small solutions for a broad class of 2D Dirac-type equations with suitable nonlinearities. First, we prove that for nonlinearities with power $p\…
math.CA2015
Dichotomies and asymptotic equivalence in alternately advanced and delayed differential systems
Aníbal Coronel, Christopher Maulén, Manuel Pinto +1
In this paper, ordinary and exponential dichotomies are defined in differential equations with equations with piecewise constant argument of general type. We prove the asymptotic e…
math.DS2014
Almost automorphic delayed differential equations and Lasota-Wazewska model
Aníbal Coronel, Christopher Maulén, Manuel Pinto +1
Existence of almost automorphic solutions for abstract delayed differential equations is established. Using ergodicity, exponential dichotomy and Bi-almost automorphicity on the ho…