A special problem in renewal theory is considered. The asymptotic behavior of the renewal function was studied by W. L. Smith. Here we show that his result with an exponentially small remainder term follows from a theorem of De Bruijn on Volterra integral equations
Systems of integral equations of renewal type on the whole line are considered. Using Banach-algebra...
In this thesis we study the asymptotic behaviour of the solution of a discrete time renewal equation...
Despite their relevance in mathematical biology, there are, as yet, few general results about the as...
A special problem in renewal theory is considered. The asymptotic behavior of the renewal function w...
A special problem in renewal theory is considered. The asymptotic behavior of the renewal function w...
A special problem in renewal theory is considered. The asymptotic behavior of the renewal function w...
A special problem in renewal theory is considered. The asymptotic behavior of the renewal function w...
AbstractIn this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions ...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
AbstractConsider the renewal equation in the form (∗) u(t) = g(t) + ∝ot u(t − τ) ƒ(τ) dτ, where ƒ(t)...
Systems of integral equations of renewal type on the whole line are considered. Using Banach-algebra...
Systems of integral equations of renewal type on the whole line are considered. Using Banach-algebra...
In this thesis we study the asymptotic behaviour of the solution of a discrete time renewal equation...
Despite their relevance in mathematical biology, there are, as yet, few general results about the as...
A special problem in renewal theory is considered. The asymptotic behavior of the renewal function w...
A special problem in renewal theory is considered. The asymptotic behavior of the renewal function w...
A special problem in renewal theory is considered. The asymptotic behavior of the renewal function w...
A special problem in renewal theory is considered. The asymptotic behavior of the renewal function w...
AbstractIn this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions ...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
In this paper we consider linear Volterra-renewal integral equations (VIEs) whose solutions depend o...
AbstractConsider the renewal equation in the form (∗) u(t) = g(t) + ∝ot u(t − τ) ƒ(τ) dτ, where ƒ(t)...
Systems of integral equations of renewal type on the whole line are considered. Using Banach-algebra...
Systems of integral equations of renewal type on the whole line are considered. Using Banach-algebra...
In this thesis we study the asymptotic behaviour of the solution of a discrete time renewal equation...
Despite their relevance in mathematical biology, there are, as yet, few general results about the as...
DOI
Add to ORKG