Volume 15, Issue 1, September 1986, Pages 117-119. Discrete Applied Mathematics. Note. A property of real-time trellis automata.
It is shown that f(n)-time one-way cellular automata are equivalent to f(n)-time trellis automata, the real-time one-way cellular automata languages are closed ...
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SummaryIt is shown that f(n)-time one-way cellular automata are equivalent to f(n)-time trellis automata, the real-time one-way cellular automata languages ...
Distribution of processors in a real-time trellis automaton forms a two-dimensional structure called trellis. Basic characterizations and properties of ...
Here, a property of real-time trellis automata is deduced. This property can be used to prove that certain languages are not accepted by any real-time trellis ...
Jan 30, 2024 · Closure properties of cellular automata ⋮ A property of real-time trellis automata ⋮ One-way cellular automata on Cayley graphs ⋮ Real time ...
automata, the so-called modular trellis automata, is intro- duced and various results concerning their normal forms, power, simulations, and decision ...
Jun 11, 2015 · February 2013. S. Yu, A property of real-time trellis automata. Discrete Appl. Math. 15 (1986) 117–119. | DOI | MR | Zbl. Mrykhin, Mikhail ...
Feb 27, 2024 · S. Yu, A property of real-time trellis automata, Discrete Appl. Math. 15 (1) (1986) 117–119.
TL;DR: The main purpose of this paper is to survey several properties of alternating, nondeterministic, and deterministic two-dimensional Turing machines ( ...