Add to ORKGAbstract. The existence of solutions of Hammerstein equations in the space of bounded and continuous functions is proved. It is obtained by the Schauder fixed point theorem using a compactness theorem. The result is applied to Wiener-Hopf equations and to ODE's
summary:We establish new existence results for nontrivial solutions of some integral inclusions of H...
We prove a fixed point theorem of Purl Pera type for condensing operators. This will then be used to...
We provide a theory to establish the existence of nonzero solutions of perturbed Hammerstein integra...
In this paper we study the solvability of a nonlinear Hammerstein type integral equation in the spac...
AbstractIn this paper we establish an existence of solution theorem and an existence of bifurcation ...
In this paper we consider the existence of asymptotically stable solutions of a quadratic Hammerstei...
AbstractIn this paper, we study the existence and multiplicity of solutions of the operator equation...
AbstractUsing the theory of fixed point index, we establish new results for the existence of nonzero...
Abstract. The existence of a solution, as well as some properties of the obtained solution for a Ham...
summary:The paper studies a construction of nontrivial solution for a class of Hammerstein–Nemytskii...
The existence of a solution, as well as some properties of the obtained solution for a Hammerstein t...
New conditions of solvability of quasi-linear integral Hammerstein type equations with symmetrical k...
AbstractTheorems on the existence, uniqueness and continuous dependence of the solution of a general...
In this work we study an Hammerstein generalized integral equation u(t)=∫_{-∞}^{+∞}k(t,s) f(s,u(s)...
AbstractWe prove a fixed point theorem of Furi Pera type for condensing operators. This will then be...
summary:We establish new existence results for nontrivial solutions of some integral inclusions of H...
We prove a fixed point theorem of Purl Pera type for condensing operators. This will then be used to...
We provide a theory to establish the existence of nonzero solutions of perturbed Hammerstein integra...
In this paper we study the solvability of a nonlinear Hammerstein type integral equation in the spac...
AbstractIn this paper we establish an existence of solution theorem and an existence of bifurcation ...
In this paper we consider the existence of asymptotically stable solutions of a quadratic Hammerstei...
AbstractIn this paper, we study the existence and multiplicity of solutions of the operator equation...
AbstractUsing the theory of fixed point index, we establish new results for the existence of nonzero...
Abstract. The existence of a solution, as well as some properties of the obtained solution for a Ham...
summary:The paper studies a construction of nontrivial solution for a class of Hammerstein–Nemytskii...
The existence of a solution, as well as some properties of the obtained solution for a Hammerstein t...
New conditions of solvability of quasi-linear integral Hammerstein type equations with symmetrical k...
AbstractTheorems on the existence, uniqueness and continuous dependence of the solution of a general...
In this work we study an Hammerstein generalized integral equation u(t)=∫_{-∞}^{+∞}k(t,s) f(s,u(s)...
AbstractWe prove a fixed point theorem of Furi Pera type for condensing operators. This will then be...
summary:We establish new existence results for nontrivial solutions of some integral inclusions of H...
We prove a fixed point theorem of Purl Pera type for condensing operators. This will then be used to...
We provide a theory to establish the existence of nonzero solutions of perturbed Hammerstein integra...