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Minimax theory and its applications
Tome 10 (2025)
no. 1
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Tome 10 (2025) no. 1

Sommaire


Eigenvalue Problem For A Class Of Nonlinear Operators In A Variable Exponent Sobolev Space
Junichi Aramaki

Generic Existence of A Point of Coincidence For Nonlinear Mappings In A Metric Space
Alexander J. Zaslavski

Existence and Uniqueness of Solution to the p-Laplacian Equations Involving Discontinuous Kirchhoff Functions Via A Global Minimum Principle of Ricceri
Yun-Ho Kim

Semi-algebraic Semicontinuity Of Vector-valued Maps And Applications
L.Q. Anh ; H.M. Linh ; T.N. Tam

Weak Solutions For Nonlinear Steklov Eigenvalue Problems
Lingju Kong

Minimax and Lipschitz Operators
Jean Saint Raymond

Fractional Elliptic Problem With Two Non-Local Terms Involving r(ξ)-Laplacian
Everson F. S. Feitosa ; J. Vanterler C. Sousa ; El-Houari Hamza ; Arhrrabi Elhoussain

On Nonnegative Solutions of Quasilinear Equations with Oscillating Nonlinearity in RN
Francisco Julio S. A. Corrêa ; Alânnio Barbosa Nóbrega ; Leandro S. Tavares

Multiple Solutions to A Kirchhoff-Boussinesq Type Problem With Competing Potentials
Giovany M. Figueiredo and Segundo Manuel A. Salirrosas

T hree Solutions For A (p(x, .), q(x, .))—Kirchhof Type Elliptic System in General Fractional Sobolev Space With Variable Exponents
Elhoussine Azroul ; Athmane Boumazourh and Houria El-Yahyaoui
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