Entropy Measures vs. Kolmogorov Complexity. Entropy 2011, 13, 595-611.‚ Teixeira, A., Matos, A., Souto, A., & Antunes, L. (2011). Entropy Measures vs. Kolmogorov Complexity. Entropy, 13(12), 595-611.Teixeira,
Complexity and entropy: an introduction to the theory of Kolmogorov complexity. In O. Watanabe, editor, Kolmogorov Com- plexity and Computational Complexity, pages 85-102. Springer-Verlag, Berlin, 1992.Uspensky, V., Complexity and entropy: an introduction to the theory of Kolmogorov complexity, ...
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This complexity implies that wind farm analysts must manage a multitude of models alongside various SCADA parameters. In addition, the representations for normal functioning and faulty operations tend to evolve over time, primarily due to factors like turbine ageing, the recalibration of sensors, and ...
Kolmogorov A Note on Complexity and Entropy
We used novel features such as permutation entropy (PE), Tsallis entropy (TsE), and Kolmogorov complexity (KC) along with five different classifiers. We achieved a highest accuracy of 89.33% with Decision tree classifier. Our method being very simple and has fast computation time in comparison ...
We used novel features such as permutation entropy (PE), Tsallis entropy (TsE), and Kolmogorov complexity (KC) along with five different classifiers. We achieved a highest accuracy of 89.33% with Decision tree classifier. Our method being very simple and has fast computation time in comparison ...
TOPOLOGICAL entropyGENERALIZATIONWe announce a generalization of Brudno's results on the relation between the Kolmogorov complexity and the entropy of a subshift for actions of computable amenable groups.doi:10.1007/s10958-019-04367-xA. V. Alpeev...
(1996). Using Shannon entropy and Kolmogorov complexity to study the communicative system and cognitive capacities in ants. -- Complexity 2: 37-42.Ryabko, B. and Reznikova, Zh., "Using Shannon En- tropy and Kolmogorov Complexity to Study the Com- municative System and Cognitive Capacit...
Skola: Entropy and Quantum Kolmogorov Complexity: a Quantum Brudno's Theorem, Com- mun. Math. Phys. 265/2 437-461 (2006)BENATTI, F. et al. Entropy and Quantum Kolmogorov Complexity: A Quantum Brudno's Theorem. Communications in Mathematical Physics, v. 265, n. 2, p. 437 461, maio...