Staff :: Nosov Valentin Alexandrovich :: Publications of V.A.Nosov . ... History of cryptography is a part of the military history. ... Cryptography is an ancient speciality; it is as old as the written language. ... Evolution of cryptography . ... Remarks on the history of cryptography in the USSR. ... A significant event in Russian cryptographic life was the conference "Moscow State University and Development of Cryptography in Russia" held in MSU on October 17?18, 2002 (over 300 participants). ...

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... Combined Phase ­ Time Encoding Method in Quantum Cryptography S. P. Kulika, S. N. Molotkovb­d, and A. P. Makkaveevd b Faculty of Physics, Moscow State University, Moscow, 119992 ... Computational Mathematics and Cybernetics, Moscow State University, Moscow, 119899 Russia Received February 15, 2007 a A new combined phase ­ time encoding method is proposed for fiber optic quantum cryptography systems ... This protocol is a combined phase­time encoding method for key distribution. ...

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Implementation of remote job submission over GRID with IMPALA / BOSS CMS MC production tools* A. U. A. S. M. Edunov, JINR, Dubna, Gasparini, INFN, Padua University and INFN Padua Kryukov, SINP Moscow State University, Moscow, Lacaprara, INFN, Padua University and INFN Padua Verlato, INFN, Padua University and INFN Padua ACAT-2002 , 24-28 June A.Kryukov , SINP MSU Outline Introduction Computational model IMPALA / ... Standard BOSS (version 3.x). ...

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Research Interests . Main current projects: . The Continuous Wavelet Transform based on the solution of Partial Differential Equations and its applications . ... Mean-field description of Kinetic Aggregate's Growth and Disease Spead including Anomalous Diffusion. ... It is based on the reducing of this integral transform to the exact analytical representation as the series of the Bessel and Struve functions multiplied by the wavelet coefficients of the input function. ...

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... Let the control system be given by the equation dx = X (x, u) = X, u U, dt where X is a vector field on the configuration space M , x M , u is the control parameter, U is the set of admissible values of u. With the vector field X we canonically associate a scalar-valued fiberwise linear function HX on the cotangent bundle T M , HX ( , u) = , X ( , u) , T M , u U, where : T M - M is the canonical pro jection. ...

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