pic] [pic] [pic] [pic] [pic] [pic] [pic] 'PAST GATEWAYS' FIRST INTERNATIONAL CONFERENCE AND WORKSHOP May 13 - 17, 2013 (St. Petersburg, Zelenogorsk) Dear colleagues, We are pleased to inform you that the First International Conference and Workshop of the network research programme 'PAST Gateways' (Palaeo-Arctic Spatial and Temporal Gateways) will take place in St. Petersburg, Russia on May 13-17, 2013. ... Rossiya" hotel Russia, Saint Petersburg, sq. ... First name | ... First name (Name) | ...
... Fault tolerance of small-world regular and stochastic interconnection networks" . Demichev A.P., Ilyin V.A., Kryukov A.P., and Polyakov S.P. The fault tolerance of the most important properties of stochastic and regular (deterministic) small-world interconnection networks are studied. ... Demichev A.P. Skobeltsyn Institute of Nuclear Physics, Lomonosov Moscow State University; Leninskie Gory, Moscow, 119991, Russia; Ph.D., Senior Scientist, e-mail: demichev@theory.sinp.msu.ru . ...
The quantitative probabilistic model of the solar energetic particle fluxes description by R.A.Nymmik from Skobeltsyn Institute of Nuclear Physics, Lomonosov Moscow State University, 119991, Moscow, Russian Federation, nymmik@sinp.msu.ru Abstract The description of a quantitative probabilistic model for peak fluxes and fluences of solar energetic particles from protons up to Ni ions is presented. ... Nymmik R.A. Probabilistic model for fluences and peak fluxes of solar energetic particles, Rad. ...
A project of laser electron X-ray generator for scientific applications I.A. Artyukov, E.G. Bessonov, A.V. Vinogradov, M.V. Gorbunkov, Yu.Ya. ... The possibility of the creation and the application prospects of the laser-electron X-ray generator based on Thompson scattering of laser radiation on a bunch of relativistic electrons are considered. ... It allows viewing collision of electrons with laser photons as the classical Thomson scattering. ... A project of X-ray laser-electron generator [7]. ...
... In particular, for "symmetric weights" we have a (x)f (x) dx, where (x) is an even weight function; the degree of the polynomial for the calculation of -a weights is decreased by two times, more precisely, P (x) = x f (x2 ), where P (x) is the polynomial of degree m = 2k + , k = [m/2], for determination of the weights, f (x) is a polynomial of degree k (here [... ] is the integral part). ... Now consider particular weight functions and calculate the formulas of the 10th and 14th orders of accuracy. ...
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