AbstractThis paper studies the topological structure of the set of solutions for the equation y = Fy, where F is an abstract Volterra operator on Lp([0, a]Rm), with an application to a nonlinear integral equation
M.Sc. (Applied Mathematics)Numerous studies on linear and nonlinear Volterra integral equations (VIE...
AbstractWe study the behavior of the dual to the solution operator of the equationu(t)=u0+(a∗Au)(t) ...
summary:In the paper we study the topological structure of the solution set of a class of nonlinear ...
AbstractThis paper studies the topological structure of the set of solutions for the equation y = Fy...
For the multivalued Volterra integral equation defined in a Banach space, the set of solutions is pr...
This paper discusses the topological structure of the set of solutions for a variety of Volterra eq...
AbstractThe behavior of exact solutions to Volterra linear and non-linear integral equations with ne...
Aim of the monograph is to analyze the structure of the solution set of a differential equations in ...
Abstract. In this paper we derived the explicit structure of generalized solutions of the Volterra i...
AbstractThis paper discusses the existence, uniqueness, and asymptotic behavior of solutions to the ...
AbstractIn this paper we show that the solution set of certain Volterra inclusions defined between F...
Abstract: In this article we consider a generalization of the linear and non-linear Volterra integra...
We consider Volterra partial differential equations with two and three independent variables and red...
The statements on solvability, solution estimates, and well-posedness of equations with conditionall...
AbstractWe introduce a two-kernel dependent family of strong continuous operators defined in a Banac...
M.Sc. (Applied Mathematics)Numerous studies on linear and nonlinear Volterra integral equations (VIE...
AbstractWe study the behavior of the dual to the solution operator of the equationu(t)=u0+(a∗Au)(t) ...
summary:In the paper we study the topological structure of the solution set of a class of nonlinear ...
AbstractThis paper studies the topological structure of the set of solutions for the equation y = Fy...
For the multivalued Volterra integral equation defined in a Banach space, the set of solutions is pr...
This paper discusses the topological structure of the set of solutions for a variety of Volterra eq...
AbstractThe behavior of exact solutions to Volterra linear and non-linear integral equations with ne...
Aim of the monograph is to analyze the structure of the solution set of a differential equations in ...
Abstract. In this paper we derived the explicit structure of generalized solutions of the Volterra i...
AbstractThis paper discusses the existence, uniqueness, and asymptotic behavior of solutions to the ...
AbstractIn this paper we show that the solution set of certain Volterra inclusions defined between F...
Abstract: In this article we consider a generalization of the linear and non-linear Volterra integra...
We consider Volterra partial differential equations with two and three independent variables and red...
The statements on solvability, solution estimates, and well-posedness of equations with conditionall...
AbstractWe introduce a two-kernel dependent family of strong continuous operators defined in a Banac...
M.Sc. (Applied Mathematics)Numerous studies on linear and nonlinear Volterra integral equations (VIE...
AbstractWe study the behavior of the dual to the solution operator of the equationu(t)=u0+(a∗Au)(t) ...
summary:In the paper we study the topological structure of the solution set of a class of nonlinear ...
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