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Topological Complexity of the Length-Constrained Systems of Finite Symbols
Qingsong Wang1, Cailing Yao1, Jiaxing He1
1School of Mathematics, Jilin University, Changchun 130012, China.
None:
In this paper, we consider a class of constrained systems named n-tuple upper bound (m1,⋯,mn)-constrained systems (n-TUB systems briefly) for 2≤n<∞, which are subshifts of finite type. We determinate the topological entropies (Shannon capacities) C(m1,⋯,mn) of all n-TUB systems and consequently order all n-TUB systems according to the size of the topological entropies. An algorithm is also presented to compute the transition matrix and topological entropy for n-TUB systems.
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