I. Suslov

发表

Strict parabolicity of the multifractal spectrum at the Anderson transition

I. Suslov, 2014, 1412.5339.

Divergent perturbation series

I. M. Suslov, I. Suslov, 2005, hep-ph/0510142.

Towards the possibility of increasing Tc of oxide superconductors through coherent interaction of planar defects

I. Suslov, Y. Krotov, 1993 .

Density of states near the Anderson transition in a space of dimensionality d=4−ε

I. Suslov, 1997, cond-mat/9912132.

Summing divergent perturbative series in a strong coupling limit. The Gell-Mann-Low function of the ϕ4 theory

I. Suslov, 2001, hep-ph/0111231.

Localization theory in zero dimension and the structure of the diffusion poles

I. Suslov, 2007, 0802.0478.

Anderson transition: numerical vs analytical results (comment on the review article by P.Markos cond-mat/0609580)

I. Suslov, 2006, cond-mat/0610744.

Analytical realization of finite-size scaling for Anderson localization. Does the band of critical states exist for d > 2?

I. Suslov, 2005, cond-mat/0512708.

Density of States of an Electron in a Gaussian Random Potential for (4-epsilon)-dimensional Space

I. Suslov, 1997, cond-mat/9703032.

General form of DMPK Equation

I. Suslov, 2017, Journal of Experimental and Theoretical Physics.

Conductance distribution near the Anderson transition

I. Suslov, 2016, 1611.02522.

Symmetry Theory of the Anderson Transition

I. Suslov, 2001, cond-mat/0111407.

Renormalization group functions of the φ4 theory in the strong coupling limit: Analytical results

I. Suslov, 2008, 1010.4081.

Asymptotic behavior of the β function in the ϕ4 theory: A scheme without complex parameters

I. Suslov, 2010, 1010.4317.

Estimate of the critical exponents from the field-theoretical renormalization group: mathematical meaning of the “Standard Values”

I. Suslov, A. Pogorelov, 2008, 1010.3389.

High orders of perturbation theory. Are renormalons significant?

I. Suslov, 1999, hep-ph/0002051.

Density of states near an Anderson transition in a four-dimensional space. Renormalizable models

I. Suslov, 1999, cond-mat/9912116.

Gell-Mann-Low function in QED

I. Suslov, 2002, hep-ph/0210239.

Gell-Mann-Low function in QCD

I. Suslov, 2001 .

On 't Hooft's representation of the \beta-function

I. Suslov, 2006, hep-ph/0605115.

Interpretation of high-dimensional numerical results for the Anderson transition

I. Suslov, 2014, 1404.7372.

Exact asymptotic form for the β function in quantum electrodynamics

I. Suslov, 2009 .

Renormalization group functions for two-dimensional phase transitions: To the problem of singular contributions

I. Suslov, A. Pogorelov, 2007 .

Scaling for level statistics from self-consistent theory of localization

I. Suslov, 2014, 1402.2382.

On the critical exponents for the λ transition in liquid helium

I. Suslov, A. Pogorelov, 2007 .

Strong coupling asymptotics of the β -function in φ 4 theory and QED

I. Suslov, 2010 .

Strong coupling asymptotics of the \beta-function in \phi^4 theory and QED

I. Suslov, 2009, 0911.1149.

RELEASE OF HUMAN LEUKOCYTE INHIBITORY FACTOR (LIF) BY BLOOD MONONUCLEAR CELLS IN THE PRESENCE OF INTERFERON (IF) AND ANTIGEN

I. Suslov, R. Herberman, J. Mccoy, 1980 .

Tc of disordered superconductors near the Anderson transition

I. Suslov, 2013, 1301.3829.

Renormalization group functions of the φ4 theory from high-temperature expansions

I. Suslov, 2011, 1102.3906.

REVIEWS OF TOPICAL PROBLEMS: Development of a (4-ε)-dimensional theory for the density of states of a disordered system near the Anderson transition

I. Suslov, 1998 .

Critical Exponents from Field Theory: New Evaluation

I. Suslov, A. Pogorelov, 2008, 0801.4682.

Gell-Mann-Low function in the ϕ4 theory

I. Suslov, 2000, hep-ph/0006066.

Boundary Conditions, Phase Distribution, and Hidden Symmetry in 1D Localization

I. Suslov, I. M. Suslov, 2022, Journal of Experimental and Theoretical Physics.

Hidden symmetry in 1D localisation

I. Suslov, 2021, Philosophical Magazine Letters.

Conductance distribution in the magnetic field

I. Suslov, 2017, Philosophical Magazine.

Multifractality and quantum diffusion from self-consistent theory of localization

I. Suslov, 2015, 1505.03166.

High incidence of migration inhibition reactivity to lung tumor-associated antigen by normal donors in close contact with lung cancer patients or materials.

R. Herberman, I. Suslov, G. Cannon, 1980, Journal of the National Cancer Institute.

Higher order corrections to the Lipatov asymptotics in the ϕ4 theory

I. Suslov, D. Lobaskin, 2004 .

Conductance Distribution in 1D Systems: Dependence on the Fermi Level and the Ideal Leads

I. Suslov, 2019, Journal of Experimental and Theoretical Physics.

Conductance of finite systems and scaling in localization theory

I. Suslov, 2012, 1204.5169.

Why have no manifestations of the excitonic mechanism been detected in Ginzburg sandwiches?

I. Suslov, Y. Krotov, 1997, cond-mat/9912180.

Comment on "Can disorder really enhance superconductivity?"

I. Suslov, 2015, 1501.05148.

N ov 2 00 7 Symmetry Theory of the Anderson Transition

P. Kapitza, I. Suslov, 2007 .

Finite-size scaling from the self-consistent theory of localization

I. Suslov, 2011, 1104.0432.

Analytical realization of finite-size scaling for Anderson localization: Is there a transition in the 2D case?

I. Suslov, 2005, cond-mat/0504557.

ε-expansion for the density of states of a disordered system near an Anderson transition

I. Suslov, 1996 .

Is Fermi liquid topologically protected?

I. Suslov, 2022, 2203.08718.

Scaling near the upper critical dimensionality in the localization theory

I. Suslov, 2000, cond-mat/0007027.

Spectral Analysis of Universal Conductance Fluctuations

I. Suslov, 2020, Journal of Experimental and Theoretical Physics.