Results 251 to 260 of about 1,428,243 (295)

Approximate quantum circuit compilation for proton-transfer kinetics on quantum processors.

Phys Chem Chem Phys
Kovyrshin A, Manawadu D, Altamura E, Pennington G, Jaderberg B, Brandhofer S, Nykänen A, Miller A, Talarico W, Knecht S, Pavošević F, Baiardi A, Tacchino F, Tavernelli I, Mensa S, Crain J, Tornberg L, Broo A.   +17 more
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Multidimensional Analysis Between High-Energy-Physics Theory Citation Network and Twitter

2020
The knowledge of information propagation has always been the subject of multiple studies. Recent researches have shown that network with a certain degree of concentration of nodes act often as attractors to others, generating faster and more relevant connections.
Lapo Chirici, Yi Wang, Kesheng Wang
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Estimating perturbative coefficients in high-energy physics and condensed matter theory

International Journal of Theoretical Physics, 1994
Using our method to estimate perturbative coefficients in quantum field theory (QFT), we consider several examples in high-energy physics and condensed matter theory. The results, in all cases, are remarkably good for the known terms. We also predict the values of as yet unknown terms.
Mark A. Samuel, G. Li
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Optical Potential for High-Energy Physics: Theory and Applications

Physical Review, 1967
R. Arnold
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Theoretical high energy physics: formal theory

Physics Reports, 2004
This article summarizes the research carried out in the Theory Division of CERN during the last 25 years, and in particular the more formal developments in High Energy Physics.
Luis Álvarez-Gaumé, Wolfgang Lerche
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High-energy-density physics: foundation of inertial fusion and experimental astrophysics

Contemporary physics (Print), 2018
The birth of the closest naked-eye supernova in four centuries on 23 February 1987 had gone unnoticed until Ian Shelton discovered an extra star in the photographic plate he was developing early the next morning. SN 1987A, as the supernova has come to be
B. Ishak
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Number theory meets high energy physics

Physics of Particles and Nuclei Letters, 2017
Feynman amplitudes in perturbative quantum field theory are being expressed in terms of an algebra of functions, extending the familiar logarithms, and associated numbers—periods. The study of these functions (including hyperlogarithms) and numbers (like the multiple zeta values), that dates back to Leibniz and Euler, has attracted anew the interest of
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Dispersion Theory in High Energy Physics

Physics Bulletin, 1975
N M Queen and G Violini London: Macmillan 1975 pp xi + 202 price £12 This attempts to be a comprehensive, albeit slightly dated, survey of the application of dispersion relations to high energy physics, the applications to πN and KN scattering amplitudes being especially well discussed.
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From high-energy physics to the relativistic theory of gravity

Theoretical and Mathematical Physics, 2017
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mestvirishvili, M. A., Petrov, Vladimir A.   +1 more
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On a class of general theories for high energy particle physics

Chaos, Solitons & Fractals, 2002
Abstract The present paper gives a comparative study of a class of general theories for high energy particle physics with special attention paid to four-dimensional fusion algebra, E (∞) theory, non-commutative geometry and related subjects.
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