Stochastic matrices over cones |
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Authors: | George Phillip Barker |
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Affiliation: | a Mathematics Department, University of Mo.-Kansas City, Kansas City, Missouri |
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Abstract: | The notion of a stochastic operator in an ordered Banach space is specialized to a finite dimensional ordered real vector space. The classical limit theorems are obtained, and an application is made to non-homogeneous Markov chains. Finally, groups of nonnegative matrices are discussed. |
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Keywords: | AMS(MOS) Number (1970): 15A48 15A51 |
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