Searching for "The Shift and Commutativity." – sorted by Relevance.
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Entropy Bounds for Endomorphisms Commuting with K Actions
- . Shereshevsky has shown that a shift–commuting homeomorphism from the two–dimensional full shift to itself
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Factor Maps Between Tiling Dynamical Systems
- ], every factor map (continuous shift-commuting map) between subshifts (closed shift-invariant subsets
- Cited by 8 (1 self) – Add To MetaCart
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References
- automata (CA) are all continuous shift–commuting self–maps acting on a full shift, or sometimes on a
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Mathematical Physics Free Energy as a Dynamical Invariant (or Can You Hear the Shape of a Potential?) ⋆
- is topologically mixing and has a dense set of periodic points. We let Aut(σ ) be the group of shift commuting
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An extension of Markov partitions for a certain toral endomorphism
- with the partition R. 3.) There exists a surjective, shift commuting map F : \Sigma + T 0 ! \Sigma + T , where
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Cellular automata in the Cantor, Besicovitch and Weyl spaces
- saying that cellular automata are exactly continuous maps commuting with the shift. We thus obtain
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Testing Positiveness of Polynomials
- to see, from the commutativity of shifting and differentiation /evaluation, that by applying the same
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Compiling Stencils in High Performance Fortran
- operations, including overlap shift, are commutative: CSHIFT(CSHIFT(SRC,+1,1),-1,2) j CSHIFT(CSHIFT(SRC,-1
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On conservative and monotone onedimensional cellular automata and their particle representation
- which commutes with the shift. It is well known that cellular automata correspond to the functions F
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Derivatives of rational expressions and related theorems
- complicated identities hold for the trace monoid [11]. iii) Right shifts commute with left shifts
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