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Название: Random integral equation formulation of a generalized Langevin equation
Авторы: D. Kannman, Bharucha-Reid A.T.
In this paper, the generalized Langevin equation introduced by Kubo and Mori is formulated as a random integral equation. We consider (1) the existence and uniqueness of the solution, (2) moments of the solution process, (3) a comparison theorem for solution processes, and (4) the Cauchy polygonal approximation to the solution.