Add to ORKGsummary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0,1]$, and prove an existence theorem for bounded solutions where $f$ is not assumed to be continuous
We establish a result concerning the existence of solutions for the following implicit integral equ...
The aim of this paper is to discuss the absolute continuity of certain composite functions and di er...
summary:We study the existence of positive solutions of the integral equation \[ x(t) = \mu \int _0^...
summary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0...
summary:We deal with the integral equation $u(t)=f(\int_Ig(t,z)\,u(z)\,dz)$, with $t\in I=[0,1]$, $f...
summary:We deal with the integral equation $u(t)=f(\int_Ig(t,z)\,u(z)\,dz)$, with $t\in I=[0,1]$, $f...
summary:We deal with the implicit integral equation $$ h(u(t))=f(\,t\,,\int_Ig(t,z)\,u(z)\,dz) \hbo...
summary:We deal with the implicit integral equation $$ h(u(t))=f(\,t\,,\int_Ig(t,z)\,u(z)\,dz) \hbo...
summary:We deal with the integral equation $u(t)=f(t,\int_I g(t,z)u(z)\,dz)$, with $t\in I:=[0,1]$, ...
summary:We deal with the integral equation $u(t)=f(t,\int_I g(t,z)u(z)\,dz)$, with $t\in I:=[0,1]$, ...
summary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0...
AbstractIn this work the existence of extremal solutions of nonlinear discontinuous functional integ...
AbstractUsing the theory of fixed point index, we establish new results for the existence of nonzero...
We prove the existence of solutions to an integral equation modeling the infiltration of a fluid in ...
We establish a result concerning the existence of solutions for the following implicit in-tegral equ...
We establish a result concerning the existence of solutions for the following implicit integral equ...
The aim of this paper is to discuss the absolute continuity of certain composite functions and di er...
summary:We study the existence of positive solutions of the integral equation \[ x(t) = \mu \int _0^...
summary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0...
summary:We deal with the integral equation $u(t)=f(\int_Ig(t,z)\,u(z)\,dz)$, with $t\in I=[0,1]$, $f...
summary:We deal with the integral equation $u(t)=f(\int_Ig(t,z)\,u(z)\,dz)$, with $t\in I=[0,1]$, $f...
summary:We deal with the implicit integral equation $$ h(u(t))=f(\,t\,,\int_Ig(t,z)\,u(z)\,dz) \hbo...
summary:We deal with the implicit integral equation $$ h(u(t))=f(\,t\,,\int_Ig(t,z)\,u(z)\,dz) \hbo...
summary:We deal with the integral equation $u(t)=f(t,\int_I g(t,z)u(z)\,dz)$, with $t\in I:=[0,1]$, ...
summary:We deal with the integral equation $u(t)=f(t,\int_I g(t,z)u(z)\,dz)$, with $t\in I:=[0,1]$, ...
summary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0...
AbstractIn this work the existence of extremal solutions of nonlinear discontinuous functional integ...
AbstractUsing the theory of fixed point index, we establish new results for the existence of nonzero...
We prove the existence of solutions to an integral equation modeling the infiltration of a fluid in ...
We establish a result concerning the existence of solutions for the following implicit in-tegral equ...
We establish a result concerning the existence of solutions for the following implicit integral equ...
The aim of this paper is to discuss the absolute continuity of certain composite functions and di er...
summary:We study the existence of positive solutions of the integral equation \[ x(t) = \mu \int _0^...