Critical Exponent η up to 1/n^2 for the Three-Dimensional System with Short-Range Interaction
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By means of the 1/n expansion method, the critical exponent η is discussed for the three-dimensional isotropic n-vector model with short-range interaction. Terms up to 1/n^2 are obtained and the result is compared with the numerical estimate based on high temperature expansion and with Wilson's ε expansion.
- 理論物理学刊行会の論文
- 1973-06-25
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