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limiting expressions of the type M,(t) N Cit7teait where Ci , ri , and CQ may all depend on i. * This research was supported by the research participation program of the Oak. Ridge National Laboratory. 517 . (n - 1) h < t < nh of a function z(t) that vanishes for t < 0, and let s = h.Zm, and S = hL'iI& . Feller calls z(t) “directly
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Received May 27, 1969. 1. INTRODUCTION. In this paper we shall study the solutions of the system of renewal-type integral equations where each x,(t) is a given function that is bounded on every finite interval and vanishes for t < 0 and each Fij(t) is a distribution function (usually improper) that also vanishes for t < 0.
you have obtained prior permission, you may not download an entire issue of a journal or multiple copies of articles, and you . t;, y;), nh E I. j="O" j="O". We have the following convergence result. THEOREM 1. (Convergence of fractional linear multistep methods.) Let the linear multistep method w = (p, a) satisfy (4), and
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