AbstractIn this paper, minimax theorems due to Stepan A. Tersian were generalized, the existence and uniqueness of solutions for several semilinear equations were proved by employing our generalized theorems, and the existence and uniqueness results of nonresonance problem for these semilinear equations under the asymptotic un-uniformity conditions were presented
We consider the existence, the nonexistence, and the uniqueness of solutions of some special systems...
We prove that for nonnegative, continuous, bounded and nonzero initial data we have a unique solutio...
In this paper, we first obtain an existence theorem of solutions of semilinear equations in reflexiv...
AbstractIn this paper we prove new existence results concerning nontrivial solutions to semilinear e...
Bymeans of Minimax theory, we study the existence of one nontrivial solution andmulti-ple nontrivial...
summary:The aim of this paper is to give an existence theorem for a semilinear equation of evolution...
Bymeans of Minimax theory, we study the existence of one nontrivial solution andmulti-ple nontrivial...
Using minimax methods we study the existence and multiplicity of nontrivial solutions for a singula...
This paper deals with a boundary value problem for Duffing equation. The existence of unique solutio...
We consider the following Dirichlet problem(formula persented) and f non-negative and non-decreasing...
We consider the following Dirichlet problem(formula persented) and f non-negative and non-decreasing...
In this dissertation we apply a min-max principle, called the Saddle Point Theorem, to find solution...
AbstractThe existence and multiplicity results are obtained for solutions of a class of the Dirichle...
This paper deals with a boundary value problem for Duffing equation. The existence of unique soluti...
AbstractThe purpose of this paper is to give a simple uniqueness result for a class of nonlinear par...
We consider the existence, the nonexistence, and the uniqueness of solutions of some special systems...
We prove that for nonnegative, continuous, bounded and nonzero initial data we have a unique solutio...
In this paper, we first obtain an existence theorem of solutions of semilinear equations in reflexiv...
AbstractIn this paper we prove new existence results concerning nontrivial solutions to semilinear e...
Bymeans of Minimax theory, we study the existence of one nontrivial solution andmulti-ple nontrivial...
summary:The aim of this paper is to give an existence theorem for a semilinear equation of evolution...
Bymeans of Minimax theory, we study the existence of one nontrivial solution andmulti-ple nontrivial...
Using minimax methods we study the existence and multiplicity of nontrivial solutions for a singula...
This paper deals with a boundary value problem for Duffing equation. The existence of unique solutio...
We consider the following Dirichlet problem(formula persented) and f non-negative and non-decreasing...
We consider the following Dirichlet problem(formula persented) and f non-negative and non-decreasing...
In this dissertation we apply a min-max principle, called the Saddle Point Theorem, to find solution...
AbstractThe existence and multiplicity results are obtained for solutions of a class of the Dirichle...
This paper deals with a boundary value problem for Duffing equation. The existence of unique soluti...
AbstractThe purpose of this paper is to give a simple uniqueness result for a class of nonlinear par...
We consider the existence, the nonexistence, and the uniqueness of solutions of some special systems...
We prove that for nonnegative, continuous, bounded and nonzero initial data we have a unique solutio...
In this paper, we first obtain an existence theorem of solutions of semilinear equations in reflexiv...
DOI
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