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有關 Asymptotic Behavior and ratios of Complexity in Cellular Automata. 的學術文章
Asymptotic behavior and ratios of complexity in cellular … - ‎Zenil - 76 個引述

Asymptotic Behaviour and Ratios of Complexity in Cellular ...

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由 H Zenil 著作2013被引用 76 次 — Abstract:We study the asymptotic behaviour of symbolic computing systems, notably one-dimensional cellular automata (CA), in order to ...

ASYMPTOTIC BEHAVIOR AND RATIOS OF COMPLEXITY ...

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由 H ZENIL 著作2013被引用 76 次 — We study the asymptotic behavior of symbolic computing systems, notably one-dimensional cellular automata (CA), in order to ascertain whether and at what ...

Asymptotic Behaviour and Ratios of Complexity in Cellular ...

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由 H Zenil 著作2013被引用 76 次 — We study the asymptotic behaviour of symbolic computing systems, notably one-dimensional cellular automata (CA), in order to ascertain whether and at what rate ...

(PDF) Asymptotic Behaviour and Ratios of Complexity in Cellular ...

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We study the asymptotic behaviour of symbolic computing systems, notably one-dimensional cellular automata (CA), in order to ascertain whether and at what ...

ASYMPTOTIC BEHAVIOR AND RATIOS OF COMPLEXITY ...

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2024年10月22日 — We study the asymptotic behavior of symbolic computing systems, notably one-dimensional cellular automata (CA), in order to ascertain whether and at what rate

ASYMPTOTIC BEHAVIOR AND RATIOS OF COMPLEXITY ...

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由 H ZENIL 著作2013被引用 76 次 — We study the asymptotic behavior of symbolic computing systems, notably one-dimensional cellular automata (CA), in order to ascertain ...

Asymptotic Behavior and ratios of Complexity in Cellular ...

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Using two different measures, Shannon's block entropy and Kolmogorov complexity, the latter approximated by two different methods (lossless compressibility ...

ASYMPTOTIC BEHAVIOR AND RATIOS OF COMPLEXITY IN ...

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We study the asymptotic behavior of symbolic computing systems, notably one-dimensional cellular automata (CA), in order to ascertain whether and at what ...

Zenil, H. and Villarreal-Zapata, E. (2013) Asymptotic ...

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2022年10月26日 — Novel Lossless Compression Method Based on the Fourier Transform to Approximate the Kolmogorov Complexity of Elementary Cellular Automata.