AbstractMany people have looked at nonlinear Volterra integral equations of convolution type because they arise in a natural way from heat radiation problems. In this paper the author looks at such problems for systems of equations and looks at conditions for asymptotically constant solutions. Some theorems for comparing solutions are also derived. The theorems are applied to several integral equations derived from heat radiation problems
In this work we consider equations of the form: y(t) = g(t) + Z t 0 k(t \Gamma s)'(y(s))ds; ...
AbstractThrough the use of the limiting equation, conditions are given under which a scalar nonlinea...
Volterra functions were introduced at the beginning of the twentieth century as solutions of some in...
AbstractMany people have looked at nonlinear Volterra integral equations of convolution type because...
AbstractIn this paper, some Volterra integral equations that arise in heat transfer are studied. In ...
AbstractThe asymptotic properties of the bounded solutions of a time-dependent nonlinear Volterra eq...
AbstractIn this paper, some Volterra integral equations that arise in heat transfer are studied. In ...
AbstractThis paper deals with some theoretical results concerning a heat equation with certain nonli...
AbstractThis paper deals with some theoretical results concerning a heat equation with certain nonli...
The paper considers two types of Volterra integral equations of the first kind, arising in the study...
The Volterra nonlinear integral equation ϕm(x) = a(x) ∫ x 0 k(x − t)b(t)ϕ(t)dt+ f(x), 0 < x <...
AbstractIn this survey paper, the author examines nonlinear Volterra integral equations of the secon...
AbstractThe asymptotic behavior as t → ∞ of solutions of ∝0tu(t − s) dA(s) = f(t) is studied when f(...
The purpose of this investigation is to determine the possibility of a blow-up solution to a particu...
We survey some of the fundamental results on the stability and asymptoticity of linear Volterra dier...
In this work we consider equations of the form: y(t) = g(t) + Z t 0 k(t \Gamma s)'(y(s))ds; ...
AbstractThrough the use of the limiting equation, conditions are given under which a scalar nonlinea...
Volterra functions were introduced at the beginning of the twentieth century as solutions of some in...
AbstractMany people have looked at nonlinear Volterra integral equations of convolution type because...
AbstractIn this paper, some Volterra integral equations that arise in heat transfer are studied. In ...
AbstractThe asymptotic properties of the bounded solutions of a time-dependent nonlinear Volterra eq...
AbstractIn this paper, some Volterra integral equations that arise in heat transfer are studied. In ...
AbstractThis paper deals with some theoretical results concerning a heat equation with certain nonli...
AbstractThis paper deals with some theoretical results concerning a heat equation with certain nonli...
The paper considers two types of Volterra integral equations of the first kind, arising in the study...
The Volterra nonlinear integral equation ϕm(x) = a(x) ∫ x 0 k(x − t)b(t)ϕ(t)dt+ f(x), 0 < x <...
AbstractIn this survey paper, the author examines nonlinear Volterra integral equations of the secon...
AbstractThe asymptotic behavior as t → ∞ of solutions of ∝0tu(t − s) dA(s) = f(t) is studied when f(...
The purpose of this investigation is to determine the possibility of a blow-up solution to a particu...
We survey some of the fundamental results on the stability and asymptoticity of linear Volterra dier...
In this work we consider equations of the form: y(t) = g(t) + Z t 0 k(t \Gamma s)'(y(s))ds; ...
AbstractThrough the use of the limiting equation, conditions are given under which a scalar nonlinea...
Volterra functions were introduced at the beginning of the twentieth century as solutions of some in...
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