Toy quantum mechanics using hidden variables by Pavel V. Kurakin, George G. Malinetskii

“…An original model of toy quantum mechanics that uses hidden variables but does not violate the well-known Bell theorem is proposed.…”
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Controlled Bidirectional Quantum Secure Direct Communication by Yao-Hsin Chou, Yu-Ting Lin, Guo-Jyun Zeng, Fang-Jhu Lin, Chi-Yuan Chen

“…We propose a novel protocol for controlled bidirectional quantum secure communication based on a nonlocal swap gate scheme. …”
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Quantum complexity of time evolution with chaotic Hamiltonians by Vijay Balasubramanian, Matthew DeCross, Arjun Kar, Onkar Parrikar

“…Abstract We study the quantum complexity of time evolution in large-N chaotic systems, with the SYK model as our main example. …”
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Quantum information and the C-theorem in de Sitter by Nicolás Abate, Gonzalo Torroba

“…Information-theoretic methods have led to significant advances in nonperturbative quantum field theory in flat space. In this work, we show that these ideas can be generalized to field theories in a fixed de Sitter space. …”
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¿Cuántas comidas debo comer cada día? by Zainab Alyousif, Wendy Dahl, Daniela Rivero Mendoza

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On Quantum Statistical Mechanics: A Study Guide by Wladyslaw Adam Majewski

“…We provide an introduction to a study of applications of noncommutative calculus to quantum statistical physics. Centered on noncommutative calculus, we describe the physical concepts and mathematical structures appearing in the analysis of large quantum systems and their consequences. …”
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Algorithms for Non-Relativistic Quantum Integral Equation by Jorge Henrique de Oliveira Sales, Pedro Henrique Sales Girotto

Subjects: “…Quantum scattering. Fredholm. Neumann-Born. Computational modeling.…”
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Quantum and Classical Dynamics with Random Permutation Circuits by Bruno Bertini, Katja Klobas, Pavel Kos, Daniel Malz

“…Understanding thermalization in quantum many-body systems is among the most enduring problems in modern physics. …”
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Quantum Mechanics on a Curved Snyder Space by Salvatore Mignemi, Rina Štrajn

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Geometry Induced Localization of Electrons in Quantum Pillars by Ioannis G. Tigelis, John P. Xanthakis

“…This model is a representation of a quantum pillar on a substrate, a nanostructure with potential device applications. …”
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Classical and quantum algorithms for many-body problems by Ayral, Thomas

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Multidisk Clutch Optimization Using Quantum Annealing by D. John Malcolm, Alexander Roth, Mladjan Radic, Pablo Martin-Ramiro, Jon Oillarburu, Borja Aizpurua, Roman Orus, Samuel Mugel

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A Probability Distribution for Quantum Tunneling Times by José T. Lunardi, Luiz A. Manzoni

“…We propose a general expression for the probability distribution of real-valued tunneling times of a localized particle, as measured by the Salecker-Wigner-Peres quantum clock. This general expression is used to obtain the distribution of times for the scattering of a particle through a static rectangular barrier and for the tunneling decay of an initially bound state after the sudden deformation of the potential, the latter case being relevant to understand tunneling times in recent attosecond experiments involving strong field ionization.…”
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On Kadison-Schwarz Type Quantum Quadratic Operators on by Farrukh Mukhamedov, Abduaziz Abduganiev

“…We study the description of Kadison-Schwarz type quantum quadratic operators (q.q.o.) acting from into . …”
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Exploring quantum materials and applications: a review by Rajat Kumar Goyal, Shivam Maharaj, Pawan Kumar, M. Chandrasekhar

Subjects: “…Quantum materials…”
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Quantum Private Comparison Protocol with Cluster States by Min Hou, Yue Wu

Subjects: “…quantum private comparison…”
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Analysis of the amplitude form of the quantum hash function by M. F. Ablayev, F. M. Ablayev, A. V. Vasiliev

Subjects: “…quantum cryptography…”
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Optimal Partitioning of Quantum Circuits Using Gate Cuts and Wire Cuts by Sebastian Brandhofer, Ilia Polian, Kevin Krsulich

Subjects: “…Quantum circuit…”
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Refraction of the Two-Photon Multimode Field via a Three-Level Atom by Trever Harborth, Yuri Rostovtsev

Subjects: “…quantum optics…”
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Fractional Quantum Field Theory: From Lattice to Continuum by Vasily E. Tarasov

“…A fractional-order analog of the lattice quantum field theories is considered. Lattice analogs of the fractional-order 4-dimensional differential operators are proposed. …”
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