50 citations · 232 across the 57 of their papers we have counts for
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Analytical realization of finite-size scaling for Anderson localization. Does the band of critical states exist for d>2?
I. M. Suslov
An analytical realization is suggested for the finite-size scaling algorithm based on the consideration of auxiliary quasi-1D systems. Comparison of the obtained analytical results…
Renormalons and the Renormalization Scheme
I. M. Suslov
The possibility is discussed that existence of renormalon singularities is not the internal property of the specific field theory but depends on the renormalization scheme.
Divergent Perturbation Series
I. M. Suslov
Various perturbation series are factorially divergent. The behavior of their high-order terms can be found by Lipatov's method, according to which they are determined by the saddle…
Renormalons and Analytic Properties of the βfunction
I. M. Suslov
The presence or absense of renormalon singularities in the Borel plane is shown to be determined by the analytic properties of the Gell-Mann - Low function β(g) and some other func…
High-Order Corrections to the Lipatov Asymptotics in the ϕ^4 Theory
D. A. Lobaskin, I. M. Suslov
High orders in perturbation theory can be calculated by the Lipatov method. For most field theories, the Lipatov asymptotics has the functional form c a^N Γ(N+b) (N is the order of…
Analytical realization of finite-size scaling for Anderson localization: Is there transition in the 2D case?
I. M. Suslov
Roughly half of numerical investigations of the Anderson transition are based on consideration of an associated quasi-1D system and postulation of one-parameter scaling for the min…