STRUCTURE OF TAYLOR COEFFICIENTS BY EQUIVALENCE OF TAUBERIAN CONDITIONS
Articles > Article · 2008
Authors: İbrahim ÇANAK
DEMONSTRATIO MATHEMATICA, Journal Indexed in SCI Expanded, International, WoS, 2008, vol 41, pp 309-315
Summary
From the equivalent statement of a sequence (u(n)) whose general control modulo of the oscillatory behavior of integer order m is (C, 1) slowly oscillating, we obtain some conclusions regarding the structure of the general control modulo of the oscillatory behavior of integer order k, k <= m, of (u(n)) and investigate subsequential convergence of some sequences related to (u(n)).