Condensed Matter

    

Explicit Approximate Formula for the Critical Exponent in Orthogonal Class using the Multi-points Summation Method

Authors: Yoshiki Ueoka

I suggest a new explicit formula for dimensional dependence of the critical exponent of the Anderson transition considering high dimensional asymptotic behavior and using the multi-points summation method. Asymptotic expansion at infinite dimension is estimated from numerical data. Combining known asymptotic series at two dimension and infinite dimension using the multi-points summation method, I obtained useful approximation formula for the critical exponent in the Orthogonal class.

Comments: 6 Pages.

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Submission history

[v1] 2022-04-16 01:35:43

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