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  1. No Access

    Article

    Limit theorems for basic states of the anderson model

    A. Astrauskas, S. A. Molchanov in Functional Analysis and Its Applications (1992)

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    Article

    Limiting eigenvalue distribution for band random matrices

    S. A. Molchanov, L. A. Pastur, A. M. Khorunzhii in Theoretical and Mathematical Physics (1992)

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    Chapter

    One dimensional Schrödinger operators with high potential barriers

    A quantum mechanical particle moving in one-dimensional half-space under the influence of a potential V is described by the Hamiltonian (1) ...

    W. Kirsch, S. A. Molchanov, L. A. Pastur in Operator Calculus and Spectral Theory (1992)

  4. No Access

    Article

    On the level density of random band matrices

    L. V. Bogachev, S. A. Molchanov… in Mathematical notes of the Academy of Scien… (1991)

  5. No Access

    Article

    Spectral theory of one-dimensional Schrödinger operators with strongly fluctuating potentials

    A. Ya. Gordon, S. A. Molchanov, B. Tsagani in Functional Analysis and Its Applications (1991)

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    Article

    Mean-field models in the theory of random media. III

    L. V. Bogachev, S. A. Molchanov in Theoretical and Mathematical Physics (1991)

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    Article

    The localization problem for a random elastic continuum with dispersion

    L. V. Berlyand… in Mathematical notes of the Academy of Sciences of the USSR (1991)

  8. No Access

    Article

    Structure of spectrum edge for multidimensional Anderson model

    L. N. Grenkova, S. A. Molchanov, Yu. N. Sudarev in Theoretical and Mathematical Physics (1990)

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    Article

    Parabolic problems for the Anderson model

    The objective of this paper is a mathematically rigorous investigation of intermittency and related questions intensively studied in different areas of physics, in particular in hydrodynamics. On a qualitative...

    J. Gärtner, S. A. Molchanov in Communications in Mathematical Physics (1990)

  10. No Access

    Article

    One-dimensional Schrödinger operator with unbounded potential: The pure point spectrum

    W. Kirsch, S. A. Molchanov, L. A. Pastur in Functional Analysis and Its Applications (1990)

  11. No Access

    Article

    Spectral methods in the theory of differential-functional equations

    G. A. Derfel', S. A. Molchanov in Mathematical notes of the Academy of Sciences of the USSR (1990)

  12. No Access

    Article

    Mean-field models in the theory of random media. II

    L. V. Bogachev, S. A. Molchanov in Theoretical and Mathematical Physics (1990)

  13. No Access

    Article

    On T. Kato's problem regarding bounded solutions of differential-functional equations

    G. A. Derfel’, S. A. Molchanov in Functional Analysis and Its Applications (1990)

  14. No Access

    Chapter and Conference Paper

    Magnetic Intermittency

    Random flows of electrically conducting fluid generate intermittent magnetic fields. This means that principal contribution of the mean density of magnetic energy comes from widely spaced concentrations of mag...

    S. A. Molchanov, A. A. Ruzmaikin, D. D. Sokoloff in Nonlinear Waves 3 (1990)

  15. No Access

    Article

    Mean-field models in the theory of random media. I

    L. V. Bogachev, S. A. Molchanov in Theoretical and Mathematical Physics (1989)

  16. No Access

    Article

    Wave transmission coefficients for one-dimensional random barriers

    A. V. Marchenko, S. A. Molchanov, L. A. Pastur in Theoretical and Mathematical Physics (1989)

  17. No Access

    Article

    Percolation theory and some applications

    The goal of the survey is to present mathematically rigorous results obtained in the recent years in the new mathematical discipline: percolation theory, which is on the border between the theory of random fie...

    M. V. Men'shikov, S. A. Molchanov, A. F. Sidorenko in Journal of Soviet Mathematics (1988)

  18. No Access

    Article

    Lifshits asymptotics for one-dimensional stochastic operators

    L. N. Grenkova… in Mathematical notes of the Academy of Sciences of the USSR (1988)

  19. No Access

    Article

    Asymptotic behavior of the Lifshits "tails" for random one-dimensional systems

    L. N. Grenkova, S. A. Molchanov in Functional Analysis and Its Applications (1988)

  20. No Access

    Article

    Percolation in random fields. III

    S. A. Molchanov, A. K. Stepanov in Theoretical and Mathematical Physics (1986)

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