Using the Fenchel-Young duality we derive a new critical point theorem. We illustrate our results with solvability for certain discrete BVP. Multiple solutions are also considered
This article presents some multiplicity results for a general class of nonlinear discrete problems ...
In this paper we make an overview on some classical and recent results related to the critical point...
We study the multiplicity of critical points for functionals which are only differentiable along som...
Tyt. z nagłówka.Bibliogr. s. 731-732.Using the Fenchel-Young duality we derive a new critical point ...
Abstract. The aim of my talk is to point out several results concerning the exis-tence and multiplic...
AbstractUsing critical point theory, we study the existence of at least three solutions for a pertur...
AbstractIn this paper multiple critical points theorems, where the Palais–Smale condition on the fun...
AbstractA classical critical point theorem in presence of splitting established by Brézis–Nirenberg ...
AbstractA recent multiplicity theorem for the critical points of a functional defined on a finite-di...
AbstractThis paper contains some general existence theorems for critical points of a continuously di...
AbstractIn this paper, we deal with a class of semipositone discrete boundary value problems via cri...
A recent multiplicity theorem for the critical points of a functional defined on a finite-dimensiona...
AbstractIn this paper we consider the discrete anisotropic boundary value problem using critical poi...
AbstractIn this paper, the critical point theory is employed to establish existence and multiple sol...
AbstractWe study the multiplicity of critical points for functionals which are only differentiable a...
This article presents some multiplicity results for a general class of nonlinear discrete problems ...
In this paper we make an overview on some classical and recent results related to the critical point...
We study the multiplicity of critical points for functionals which are only differentiable along som...
Tyt. z nagłówka.Bibliogr. s. 731-732.Using the Fenchel-Young duality we derive a new critical point ...
Abstract. The aim of my talk is to point out several results concerning the exis-tence and multiplic...
AbstractUsing critical point theory, we study the existence of at least three solutions for a pertur...
AbstractIn this paper multiple critical points theorems, where the Palais–Smale condition on the fun...
AbstractA classical critical point theorem in presence of splitting established by Brézis–Nirenberg ...
AbstractA recent multiplicity theorem for the critical points of a functional defined on a finite-di...
AbstractThis paper contains some general existence theorems for critical points of a continuously di...
AbstractIn this paper, we deal with a class of semipositone discrete boundary value problems via cri...
A recent multiplicity theorem for the critical points of a functional defined on a finite-dimensiona...
AbstractIn this paper we consider the discrete anisotropic boundary value problem using critical poi...
AbstractIn this paper, the critical point theory is employed to establish existence and multiple sol...
AbstractWe study the multiplicity of critical points for functionals which are only differentiable a...
This article presents some multiplicity results for a general class of nonlinear discrete problems ...
In this paper we make an overview on some classical and recent results related to the critical point...
We study the multiplicity of critical points for functionals which are only differentiable along som...
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