Results 101 to 110 of about 290,851 (151)
負パラメータを持つ Tsallis relative operator entropy
The Tsallis relative entropy with negative parameters is the spacial case of the quasi-entropy due to Hiai and Petz. In this paper, we define the Tsallis relative operator entropy with negative parameters of positive operators on a Hilbert space and show
瀬尾, 祐貴, 藤井, 淳一
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On Estimating the Quantum Tsallis Relative Entropy
57 pages, 2 tables, 2 algorithms.
Jinge Bao, Minbo Gao, Qisheng Wang
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Temperature of nonextensive systems: Tsallis entropy as Clausius entropy [PDF]
The problem of temperature in nonextensive statistical mechanics is studied. Considering the first law of thermodynamics and a "quasi-reversible process", it is shown that the Tsallis entropy becomes the Clausius entropy if the inverse of the Lagrange multiplier, $beta$, associated with the constraint on the internal energy is regarded as the ...
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Tsallis Wavelet Entropy and Its Application in Power Signal Analysis
As a novel data mining approach, a wavelet entropy algorithm is used to perform entropy statistics on wavelet coefficients (or reconstructed signals) at various wavelet scales on the basis of wavelet decomposition and entropy statistic theory.
Jikai Chen, Guoqing Li
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A Tsallis-Entropy Lens on Genetic Variation
5 pages, 2 ...
Margarita Geleta +2 more
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Some Characterization Results on Dynamic Cumulative Residual Tsallis Entropy
We propose a generalized cumulative residual information measure based on Tsallis entropy and its dynamic version. We study the characterizations of the proposed information measure and define new classes of life distributions based on this measure. Some
Madan Mohan Sati, Nitin Gupta
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Holographic dark energy in a coasting cosmology
Coasting cosmology offers an intriguing and straightforward framework for understanding the universe. In this work, we employ the Trans-Planckian Censorship Criterion (TCC) conjecture to test the viability of the coasting cosmology and propose an ...
Yunliang Ren +7 more
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Image fusion metric based on mutual information and tsallis entropy
A novel image fusion performance metric using mutual information is proposed. The metric is based on Tsallis entropy, which is a one-parameter generalisation of Shannon entropy. Experimental results have confirmed that the proposed metric outperforms the
Cvejic, N, Canagarajah, CN, Bull, DR
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In this thesis, Heisenberg's uncertanity principle (Heisenberg unequality) and other unqualities have been reviewed in detail. It has been shown that Tsallis's entropy unequality is satisfied by the wave function correspond Pöschl-Teller potential. Numerical results and detail discussions have been given in thesis.
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Imprints of Barrow–Tsallis cosmology in primordial gravitational waves
Both the Barrow and Tsallis $$\delta $$ δ entropies are one-parameter generalizations of the black-hole entropy, with the same microcanonical functional form. The ensuing deformation is quantified by a dimensionless parameter $$\Delta $$ Δ , which in the
P. Jizba +3 more
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