Reconciling fractional entropy and black hole entropy compositions by Manosh T. Manoharan, N. Shaji

“…We discuss the Zeroth law compatibility of the fractional entropy and define an empirical temperature for the horizon. …”
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Infinite-Dimensional Quantum Entropy: The Unified Entropy Case by Roman Gielerak, Joanna Wiśniewska, Marek Sawerwain

Subjects: “…quantum entropies…”
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Monotonic Entropies by Dan Simovici

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On Defining Expressions for Entropy and Cross-Entropy: The Entropic Transreals and Their Fracterm Calculus by Jan A. Bergstra, John V. Tucker

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Random entropy and recurrence by Karma Dajani, Ronald Meester

“…We show that a cocycle, which is nothing but a generalized random walk with index set ℤd, with bounded step sizes is recurrent whenever its associated random entropy is zero, and transient whenever its associated random entropy is positive. …”
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Thermal pseudo-entropy by Pawel Caputa, Bowen Chen, Tadashi Takayanagi, Takashi Tsuda

“…Abstract In this work, we develop a generalisation of the thermal entropy to complex inverse temperatures, which we call the thermal pseudo-entropy. …”
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Information, Genetics and Entropy by Julio Ernesto Rubio Barrios

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High-entropy ceramics by Yanhui Chu, Bai Cui, Frederic Monteverde

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Substorm onset: A switch on the sequence of transport from decreasing entropy to increasing entropy by C. X. Chen

“…In a stable magnetosphere, entropy is an increasing function tailward. However, in the growth phase of a substorm, a later born bubble has lower entropy than earlier born bubbles. …”
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Characterising Payload Entropy in Packet Flows—Baseline Entropy Analysis for Network Anomaly Detection by Anthony Kenyon, Lipika Deka, David Elizondo

Subjects: “…entropy…”
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Minimal Entropy and Entropic Risk Measures: A Unified Framework via Relative Entropy by Moritz Sohns

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Smooth Perturbations to Rényi Entropy by Andrew Buchanan

“…Abstract A method is presented for computing the Rényi entropy of a perturbed massless vacuum on the ball via a comparison with lattice field theory. …”
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Permutation Entropy for Signal Analysis by Bill Kay, Audun Myers, Thad Boydston, Emily Ellwein, Cameron Mackenzie, Iliana Alvarez, Erik Lentz

“…Shannon Entropy is the preeminent tool for measuring the level of uncertainty (and conversely, information content) in a random variable. …”
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Quantum Entropy and the Mechanism of Gravity by Christopher N. Watson

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Geometric entropies and their Hamiltonian flows by Xi Dong, Donald Marolf, Pratik Rath

“…When higher derivative corrections are included, the role of the area is instead played by a more general functional known as the geometric entropy. It is thus of interest to understand the flow generated by the geometric entropy on the classical phase space. …”
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On Shannon entropy and its applications by Paulo Saraiva

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Entropy considerations in the noncommutative setting by Patricia Giurgescu

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Entropy Estimate for Maps on Forests by M. Sabbaghan

Subjects: “…entropy…”
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An Entropy for Groups of Intermediate Growth by Nikolaos Kalogeropoulos

“…We present an example of a group, as a metric space, that may be used as the phase space of a system whose ergodic behavior is statistically described by the recently proposed δ-entropy. This entropy is a one-parameter variation of the Boltzmann/Gibbs/Shannon functional and is quite different, in form, from the power-law entropies that have been recently studied. …”
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Tsallis Entropy in MV-Algebras by Giuseppina Gerarda Barbieri, Giacomo Lenzi

Subjects: “…Tsallis entropy…”
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