Non-Homogeneous Markov Chains: Tail Idempotents, Tail Sigma-Fields and Basis.
The convolution equation of Choquet and Deny and relatively invariant measures on semigroups
Choquet and Deny considered on an abelian locally compact topological group the representation of a measure as the convolution product of itself and a finite measure . In this paper, we make an attempt to find, in the case of certain locally compact semigroups, those solutions of the above equation which are relatively invariant on the support of . A characterization of relatively invariant measures on certain locally compact semigroups is also presented. Our results on the above...
Recurrent Random Walks and Invariant Measures on Semigroups of n x n Matrices.
Products of Infinite-Dimensional Non-Negative Matrices; Extension of Hajnal's Results.
On the Density of the Image of the Exponential Function.
Concentration Functions and a Class of Non-Compact Groups.
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