This article is cited in 10 papers

Short Communications

Strongly-Feller's diffusion processes on smooth manifolds

S. A. Molchanov

Moscow

Abstract: We prove that the coalescence of two regular strongly-Feller's processes is a process of the same type. Using this result, we construct non-degenerate strongly-Feller's diffusion processes on smooth manifolds.
Some of the main results of this paper have been formulated by I. V. Girsanov in his article [1].

Received: 27.02.1968

 English version: Theory of Probability and its Applications, 1968, 13:3, 471–475

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