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A Lightweight Key Agreement Protocol for V2X Communications Based on Kyber and Saber. [PDF]
Dai Y, Wang Q, Song X, Wang S.
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A visualizable and widely applicable steric repulsion descriptor for guiding experimental chemistry. [PDF]
Just GH +5 more
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Universal Foundations of Thermodynamics: Entropy and Energy Beyond Equilibrium and Without Extensivity. [PDF]
Beretta GP.
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Secure quantum-resilient smart city communication networks using QSC-Net with MF-MBO-based energy-aware task scheduling. [PDF]
Reddy NR +5 more
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Experiment and the foundations of quantum physics
Reviews of Modern Physics, 1999Quantum physics, a child of the early 20th century, is probably the most successful description of nature ever invented by man. The range of phenomena it has been applied to is enormous. It covers phenomena from the elementary-particle level all me way to the physics of the early universe.
Anton Zeilinger
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Foundations for Quantum Mechanics
Journal of Mathematical Physics, 1970A discussion is given of the structure of a physical theory and an ``ideal form'' for such a theory is proposed. The essential feature is that all concepts should be defined in operational terms. Quantum (and classical) mechanics is then formulated in this way (the formulation being, however, restricted to the kinematical theory).
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Foundation for Quantum Computing
International Journal of Theoretical Physics, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Foundations of Quantum Technology
Journal of Computational and Theoretical Nanoscience, 2005Recent progress in fabrication and control of single quantum systems presage a nascent technology based on quantum principles. We review these principles in the context of specific examples including: quantum dots, quantum electromechanical systems, quantum communication and quantum computation.
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Foundations for Quantum Statistics
Journal of Mathematical Physics, 1968A derivation of Fermi and Bose statistics is given, based on the general structure of quantum mechanics, together with a simple axiom of direct physical significance. The axiom concerns an operation, denoted by ∘, forming the union of two states; ψ ∘φ denotes the state of a compound system whose parts are in the states ψ and φ.
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