An Analysis of Transverse Momentum Spectra of Various Jets Produced in High Energy Collisions by Yang-Ming Tai, Pei-Pin Yang, Fu-Hu Liu

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The Effects of Minimal Length in Entropic Force Approach by Barun Majumder

“…The corrections to the Newtonian potential is compared with the corrections that come from Randall-Sundrum II model and an effective field theoretical model of quantum general relativity. The effect of the generalized uncertainty principle introduces a area type correction term in the entropy-area relation whose consequences in different scenarios are discussed.…”
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The Information-Theoretic Treatment of Spinless Particles with the Assorted Diatomic Molecular Potential by Muhammad Roshanzamir

“…The impacts of these entropies on the angular momentum quantum number are explored in detail.…”
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How Can the Modified Dispersion Relation Affect Friedmann Equations? by A. S. Sefiedgar

“…The appearance of the quantum gravitational effects in a very high energy regime necessitates some corrections to the thermodynamics of Friedmann-Robertson-Walker (FRW) universe. …”
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Entanglement in BF theory. Part I. Essential topological entanglement by Jackson R. Fliss, Stathis Vitouladitis

“…We do so directly in the low-energy topological quantum field theory by considering the algebra of topological surface operators. …”
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Replica wormholes and entanglement islands in the Karch-Randall braneworld by Hao Geng

“…This allows us to compute the entropy of the Hawking radiation by studying the bath using the quantum extremal surface prescription. …”
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Entanglement content of kink excitations by Luca Capizzi, Michele Mazzoni

“…Abstract Quantum one-dimensional systems in their ordered phase admit kinks as elementary excitations above their symmetry-broken vacua. …”
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Entropic Entanglement: Information Prison Break by Alexander Y. Yosifov, Lachezar G. Filipov

“…We argue that certain nonviolent local quantum field theory (LQFT) modification considered at the global horizon (r=2M) of a static spherically symmetric black hole can lead to adiabatic leakage of quantum information in the form of Hawking particles. …”
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The Statistical Properties of the q-Deformed Dirac Oscillator in One and Two Dimensions by Abdelmalek Boumali, Hassan Hassanabadi

“…Also, the connection between the q-oscillator and a quantum optics is well established. Finally, for very small deformation η, we (i) showed the existence of well-known q-deformed version of Zitterbewegung in relativistic quantum dynamics and (ii) calculated the partition function and all thermal quantities such as the free energy, total energy, entropy, and specific heat. …”
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Influence of Lorentz Invariation Violation on Arbitrary Spin Fermion Tunneling Radiation in the Vaidya-Bonner Space-Time by Jie Zhang, Zhie Liu, Bei Sha, Xia Tan, Yuzhen Liu, Shuzheng Yang

“…Considering a light dispersion relationship derived from string theory, quantum gravitational theory, and the Rarita-Schwinger equation in the nonstationary spherical symmetry space-time, we derive an accurately modified dynamic equation for fermions with arbitrary spin. …”
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Tunnelling Mechanism in Noncommutative Space with Generalized Uncertainty Principle and Bohr-Like Black Hole by Sourav Haldar, Christian Corda, Subenoy Chakraborty

“…In addition, we find that both the Bekenstein-Hawking entropy and the total BH entropy to third-order approximation are still functions of the BH quantum level.…”
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“This is not science. This is storytelling:” The Poetics of Science in Arcadia by Liliane Campos

“…After using catastrophe theory and quantum mechanics in his earlier texts Professional Foul and Hapgood, Stoppard borrows some of Arcadia’s key concepts from thermodynamics and chaos theory. …”
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Gravitational Algebras and Applications to Nonequilibrium Physics by Michele Cirafici

“…Specifically, we focus on entropy production in black hole backgrounds and fluctuation theorems in de Sitter spacetime.…”
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Microscopic irreversibility by Karl Gustafson

“…Third, I will advance my own theory of microscopic irreversibility, that is, irreversibility at the quantum level. This involves new concepts of probability preference and probability violation. …”
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T T ¯ $$ \textrm{T}\overline{\textrm{T}} $$ deformations from AdS2 to dS2 by Sergio E. Aguilar-Gutierrez, Andrew Svesko, Manus R. Visser

“…Abstract We revisit the formalism of T T ¯ $$ \textrm{T}\overline{\textrm{T}} $$ deformations for quantum theories that are holographically dual to two-dimensional dilaton-gravity theories with Dirichlet boundary conditions. …”
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Thermodynamic of the f(Q) universe by Haomin Rao, Chunhui Liu, Chao-Qiang Geng

“…We show that the lowest-order correction of entropy has the same form as that in loop quantum gravity, and the critical exponents of the phase transition caused by the lowest-order correction are consistent with those in mean field theory. …”
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Lorentz Invariance Violation and Modified Hawking Fermions Tunneling Radiation by Shu-Zheng Yang, Kai Lin, Jin Li, Qing-Quan Jiang

“…Recently the modified Dirac equation with Lorentz invariance violation has been proposed, which would be helpful to resolve some issues in quantum gravity theory and high energy physics. In this paper, the modified Dirac equation has been generalized in curved spacetime, and then fermion tunneling of black holes is researched under this correctional Dirac field theory. …”
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Fermionic entanglement in the presence of background electric and magnetic fields by Shagun Kaushal

“…This study offers deeper insights into quantum field theory and the dynamics of entanglement in the fermionic Schwinger effect.…”
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Hawking Radiation-Quasinormal Modes Correspondence for Large AdS Black Holes by Dao-Quan Sun, Zi-Liang Wang, Miao He, Xian-Ru Hu, Jian-Bo Deng

“…Then we get the formulas of the Bekenstein-Hawking entropy and the horizon’s area quantization with functions of the quantum “overtone” number n.…”
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Statistical mechanics and machine learning of the α-Rényi ensemble by Andrew Jreissaty, Juan Carrasquilla

“…Our work highlights the potential opportunities and limitations associated with the use of the α-Rényi ensemble formalism in probing the thermodynamic equilibrium properties of classical and quantum systems.…”
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