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The renormalization group and critical phenomena
, 19831. Introduction This paper has three parts. The first part is a simplified presentation of the basic ideas of the renormalization group and the ε expansion applied to critical phenomena , following roughly a summary exposition given in 1972 1. The second
K. Wilson
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Image denoising using deep CNN with batch renormalization
Neural Networks, 2020Chunwei Tian, Yong Xu, W. Zuo
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Renormalization group analysis of turbulence. I. Basic theory
Physical Review Letters, 1986V. Yakhot, S. Orszag
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Il Nuovo Cimento, 1965
The origin of the renormalization group is re-examined and various applications of the theory are discussed. The attention is focused on the limitations of these methods, and it is found that supplementary conditions are required besides the group equations in order to get unique results. These additional conditions on the solutions form the very basis
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The origin of the renormalization group is re-examined and various applications of the theory are discussed. The attention is focused on the limitations of these methods, and it is found that supplementary conditions are required besides the group equations in order to get unique results. These additional conditions on the solutions form the very basis
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Regularization and Renormalization
2011(See, for instance, Mandl and Shaw [(Maartensson J Phys B 12:3995–4012, 1980, [143]), Chap. 9] and Peskin and Schroeder [Pople et al. Int J Quantum Chem 14:545–60, 1978, [194], Chap. 7].)
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Population inversion and giant bandgap renormalization in atomically thin WS2 layers
Nature Photonics, 2015A. Chernikov +4 more
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The Renormalization group and the epsilon expansion
, 1973K. Wilson, J. Kogut
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