Chaos and complexity in the classical-quantum transition
By recourse to the concept of Statistical Complexity we study here the classical-quantum transition in a special system that represents the matter-field interaction. Our work considers two distinct disequilibrium forms based on Euclidean norm and Jensen-Shannon divergence, on the one hand, and analy...
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2012
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paper:paper_09731377_v26_n2_p67_Kowalski2023-06-08T15:59:12Z Chaos and complexity in the classical-quantum transition Quantum chaos Semiclassical theories Statistical complexity Classical-quantum Euclidean norm Jensen-Shannon divergence Numerical approaches Permutation patterns Quantum chaos Semiclassical theories Statistical complexity Wavelet energy Probability distributions Quantum theory Quantum interference devices By recourse to the concept of Statistical Complexity we study here the classical-quantum transition in a special system that represents the matter-field interaction. Our work considers two distinct disequilibrium forms based on Euclidean norm and Jensen-Shannon divergence, on the one hand, and analyzes things, on the other one, by using two different numerical approaches for probability distribution, namely, relative wavelet energy and permutation patterns. © 2011-12 by IJAMAS, CESER Publications. 2012 https://bibliotecadigital.exactas.uba.ar/collection/paper/document/paper_09731377_v26_n2_p67_Kowalski http://hdl.handle.net/20.500.12110/paper_09731377_v26_n2_p67_Kowalski |
institution |
Universidad de Buenos Aires |
institution_str |
I-28 |
repository_str |
R-134 |
collection |
Biblioteca Digital - Facultad de Ciencias Exactas y Naturales (UBA) |
topic |
Quantum chaos Semiclassical theories Statistical complexity Classical-quantum Euclidean norm Jensen-Shannon divergence Numerical approaches Permutation patterns Quantum chaos Semiclassical theories Statistical complexity Wavelet energy Probability distributions Quantum theory Quantum interference devices |
spellingShingle |
Quantum chaos Semiclassical theories Statistical complexity Classical-quantum Euclidean norm Jensen-Shannon divergence Numerical approaches Permutation patterns Quantum chaos Semiclassical theories Statistical complexity Wavelet energy Probability distributions Quantum theory Quantum interference devices Chaos and complexity in the classical-quantum transition |
topic_facet |
Quantum chaos Semiclassical theories Statistical complexity Classical-quantum Euclidean norm Jensen-Shannon divergence Numerical approaches Permutation patterns Quantum chaos Semiclassical theories Statistical complexity Wavelet energy Probability distributions Quantum theory Quantum interference devices |
description |
By recourse to the concept of Statistical Complexity we study here the classical-quantum transition in a special system that represents the matter-field interaction. Our work considers two distinct disequilibrium forms based on Euclidean norm and Jensen-Shannon divergence, on the one hand, and analyzes things, on the other one, by using two different numerical approaches for probability distribution, namely, relative wavelet energy and permutation patterns. © 2011-12 by IJAMAS, CESER Publications. |
title |
Chaos and complexity in the classical-quantum transition |
title_short |
Chaos and complexity in the classical-quantum transition |
title_full |
Chaos and complexity in the classical-quantum transition |
title_fullStr |
Chaos and complexity in the classical-quantum transition |
title_full_unstemmed |
Chaos and complexity in the classical-quantum transition |
title_sort |
chaos and complexity in the classical-quantum transition |
publishDate |
2012 |
url |
https://bibliotecadigital.exactas.uba.ar/collection/paper/document/paper_09731377_v26_n2_p67_Kowalski http://hdl.handle.net/20.500.12110/paper_09731377_v26_n2_p67_Kowalski |
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1768543382157656064 |