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A construction of non-isomorphic one-sided Markov shifts
Ben Zion Rubshtein
Department of Mathematics
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Dive into the research topics of 'A construction of non-isomorphic one-sided Markov shifts'. Together they form a unique fingerprint.
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Mathematics
State Space
100%
Countable
64%
Isomorphic
56%
Bernoulli Shift
54%
Skew Product
48%
Product Space
43%
Uncountable
41%
Pairwise
34%
Probability Distribution
32%
Markov chain
32%
Family
18%