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S-asymptotically $ω$-periodic solutions in distribution for a class of stochastic fractional functional differential equations (1609.01453v1)
Published 6 Sep 2016 in math.DS
Abstract: In this paper, we introduce the concepts of S-asymptotically $\omega$-periodic solutions in distribution for a class of stochastic fractional functional differential equations. The existence and uniqueness results for the S-asymptotically $\omega$-periodic solutions in distribution are obtained by means of the successive approximation and the Banach contraction mapping principle, respectively.