50 citations · 232 across the 57 of their papers we have counts for
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Strict parabolicity of the multifractal spectrum at the Anderson transition
I. M. Suslov
Using the well-known "algebra of multifractality", we derive the functional equation for anomalous dimensions Δ_q, whose solution Δ_q=aq(q-1) corresponds to strict parabolicity of…
How to observe the localization law σ(ω) (-iω) for conductivity?
I. M. Suslov
The Berezinskii localization law σ(ω) (-iω) for frequency-dependent conductivity was never questioned from the theoretical side, but never observed experimentally. In fact, this re…
Interpretation of high-dimensional numerical results for Anderson transition
I. M. Suslov
Existence of the upper critical dimension d_{c2}=4 for the Anderson transition is a rigorous consequence of the Bogoliubov theorem on renormalizability of ϕ^4 theory. For dimension…
Scaling for level statistics from self-consistent theory of localization
I. M. Suslov
Accepting validity of self-consistent theory of localization by Vollhardt and Woelfle, we derive the relations of finite-size scaling for different parameters characterizing the le…