Konan Charles Etienne Goli ; Assohoun Adjé
-
Existence of solutions for a coupled system with ∅-Laplacian operators and nonlinear coupled boundary conditions
cm:9466 -
Communications in Mathematics,
January 11, 2018,
Volume 25 (2017), Issue 2
-
https://doi.org/10.1515/cm-2017-0008Existence of solutions for a coupled system with ∅-Laplacian operators and nonlinear coupled boundary conditionsArticle
Authors: Konan Charles Etienne Goli ; Assohoun Adjé
NULL##NULL
Konan Charles Etienne Goli;Assohoun Adjé
We study the existence of solutions of the system submitted to nonlinear coupled boundary conditions on [0, T] where ∅1, ∅2: (-a, a) → ℝ, with 0 < a < +∞, are two increasing homeomorphisms such that ∅1(0) = ∅2(0) = 0, and fi : [0, T] × ℝ4 → ℝ, i ∈{1, 2} are two L1-Carathéodory functions. Using some new conditions and Schauder fixed point Theorem, we obtain solvability result.
Volume: Volume 25 (2017), Issue 2
Published on: January 11, 2018
Imported on: May 11, 2022
Keywords: [MATH]Mathematics [math]