Publication Date
2-28-1973
Abstract
Let V= [v(t),t>=0] be a separable right continuous Markov hain with state space [1,…,N], stationary transition probabilities Pij(t) and infinitesimal matrix Q=(Qij). Let [Ti(t),t>=0, i=1,…,N] be a family of strongly continuous uniformly bounded semigroups of bounded linear operators on a Banach space B. Ai is the infinitesimal generator of T1.
Degree Name
Mathematics
Level of Degree
Doctoral
Department Name
Mathematics & Statistics
First Committee Member (Chair)
Richard Jerome Griego
Second Committee Member
Illegible
Third Committee Member
Reuben Hersh
Fourth Committee Member
Clifford Ray Qualls
Language
English
Document Type
Dissertation
Recommended Citation
Keepler, Manuel. "Backward And Forward Equations For Random Evolutions.." (1973). https://digitalrepository.unm.edu/math_etds/277
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