How large is large? Estimating the critical disorder for the Anderson model
Schenker, Jeffrey
Original · EN
Complete localization is shown to hold for the d-dimensional Anderson model with uniformly distributed random potentials provided the disorder strength λ>λAnd where λAnd satisfies λAnd=μd e λAnd with μd the self-avoiding walk connective constant for the lattice Zᵈ. Notably λAnd is precisely the large disorder threshold proposed by Anderson in 1958.
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