Almost periodicity of stochastic operators on ℓ ^{1}(N)Vera Keicher
We characterize from a functional analytic point of view almost periodicity of operators on
ℓ ^{1} given by infinite column-stochastic matrices. Some of the equivalent properties occur,
under the name of Foster's condition,
in the theory of stochastic processes.
The results are applied to flows in infinite networks.
Tbilisi Mathematical Journal, Vol. 1(2008), pp. 105-131 |