Existence of Positive Weak Solutions for Quasi-Linear Kirchhoff Elliptic Systems via Sub-Supersolutions Concept

Menaceur Amor; Boulaaras Salah Mahmoud; Guefaifia RafikAlharbi Asma

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Existence of Positive Weak Solutions for Quasi-Linear Kirchhoff Elliptic Systems via Sub-Supersolutions Concept

机译：Existence of Positive Weak Solutions for Quasi-Linear Kirchhoff Elliptic Systems via Sub-Supersolutions Concept

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By using the sub- and supersolutions concept (Schmitt, 2007), we prove in this paper the existence of positive solutions of quasi-linear Kirchhoff elliptic systems in bounded smooth domains. This work is an extension of the recent work of Boulaaras et al., 2020.

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《Mathematical Problems in Engineering: Theory, Methods and Applications》 |2020年第11期|6527672.1-6527672.6|共6页
作者
Menaceur Amor; Boulaaras Salah Mahmoud; Guefaifia RafikAlharbi Asma;
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作者单位

Guelma Univ, Lab Anal & Control Differential Equat ACED, Fac MISM, Dept Math, POB 401, Guelma 24000, Algeria;

Qassim Univ, Coll Arts & Sci, Dept Math, Al Rass, Saudi Arabia|Univ Oran 1, Lab Fundamental & Appl Math Oran LMFAO, Ahmed Benbella, Algeria;

Univ Tebessa, Fac Exact Sci, Dept Math, Tebessa, AlgeriaQassim Univ, Coll Arts & Sci, Dept Math, Al Rass, Saudi Arabia;

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Existence of Positive Weak Solutions for Quasi-Linear Kirchhoff Elliptic Systems via Sub-Supersolutions Concept

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