The LR-SR bridge equivalence and quantitative Sak predictions for percolation
Unreviewed draft. This paper has not been human-reviewed.
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Summary
We prove, unconditionally and for all dimensions $d$, that Hutchcroft's exact long-range (LR) percolation exponents ($\eta = 2 - \alpha$, $\delta = (d+\alpha)/(d-\alpha)$, etc.) are **algebraically identical** to the bridge identity $(d-2+\eta)(\delt
Length
4,754 words
Claims
3 theorems
Status
Draft