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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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Software Development Strategies for High-Energy Physics Simulations Based on Quantum Field Theory

Computing in Science & Engineering, 2020
Let us review the main elements of strategies, which we identified in the development of high energy physics simulations. Based on exemplary Monte Carlo simulation projects, several conjectures for the general aspects of work on scientific software are presented, including openness to change, robustness against external changes, modular development ...
T. Przedzinski   +4 more
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Introductory Lectures on the Physics of High Energy Densities: Theories, Models, Measurements

1988
These lectures are devoted to a review of the contemporary high energy density physics. Pre-quark models and the quark conception are briefly treated, and a sketch of quantum chromodynamies is given. Semi-phenomenological models of hadron matter under extreme conditions are then described, i.e.
A. S. Sorin   +2 more
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Feigenbaum scenario for turbulence and Cantorian E-infinity theory of high energy particle physics

Chaos, Solitons & Fractals, 2007
Abstract The work draws some fundamental connections between Feigenbaum’s golden mean renormalization group and scenario for turbulence on the one side and high energy particle physics on the other side. The analysis which is based on the natural and obvious connections between the Fibonacci-like geometrical growth rate of e (∞) spacetime and ...
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Rechargeable Batteries for Grid Scale Energy Storage

Chemical Reviews, 2022
Yang Jin, Yi Cui, Wei Chen
exaly  

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