Welcome to the site of the Laboratory of Mathematical Models of Quantum Scattering Processes . ... It develops mathematical models of ionizing collisions in atomic, molecular, and condensed matter physics. Main areas of current research activity include single and multiple ionization by electron, ion, and photon impact, ionization processes in strong laser pulses, and laser-assisted ionizing collisions. ... Research | ... c) Laboratory of mathematical models of quantum scattering processes, 2012 . ...

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... Главная . Новости . ... Каталог с/х ресурсов . ... Forums . Helps and Supports . ... Каталог предприятий . Каталог товаров . ... Обратная связь . ... Получайте последние обновления, новости и многое другое.. ... Helps and Supports Back to Top . ...

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... N.5, pp.592-597 (scanned PDF file, English version) . ... A.V.Shanin, Embedding formula for electromagnetic diffraction problem // Zapiski seminarov POMI, V.324, pp.247-261 (2001), in Russian, (PDF file, Russian version) (PDF file, English version) . ... PDF file) . ... Shanin A.V., Coordinate equations for the Laplace-Beltrami problem on a sphere with a cut // QJMAM, 2005 (58) 2, 1-20 The preprint versions of two previous papers have been sent to URSI contest: Paper 1, PDF file , Paper 2, PDF file ...

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Molecular phylogeny of the genus Alticola (Cricetidae, Rodentia) as inferred from the sequence of the cytochrome b gene Blackwell Publishing Ltd V LADIMIR S. L EBEDEV, A NNA A. B ANNIKOVA, A LEXEY S. T ESAKOV N ATALIA I. A BRAMSON Submitted: 29 January 2007 Accepted: 5 August 2007 doi:10.1111/j.1463-6409. 2007 .00300.x Lebedev, V. S., Bannikova, A. A., Tesakov, A. S. Abramson, N. I. ( 2007 ) Molecular phylogeny of the genus ... Molecular phylogeny of the genus Alticola Fig. ...

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... International Relations in Context of Global Processes - 17| ... GLOBAL ECONOMIC AND POLITICAL TRENDS Prof. Olga Y. Kornienko Economic literature survey Week 1 (4 academic hours ) 1) Current trends of global economy Week 2 (4 academic hours ) 2) Migration, population and globalization Week 3 (4 academic hours ) 3) Corporate culture and management: new trends Week 4 (4 academic hours ) 4) Development markets in global environment Week 5 (4 academic ... Models of the global world. ...

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... Electronic journal Issue 4. 10 september 2004 Vorontchuk, Cox III R.W. Developing a Competency-based Career Training and Professional Development Program for Latvia INTRODUCTION. ... With the support of a grant from the NISPAcee a team from the Latvian School of Public Administration, the University of Latvia and the University of Akron (Ohio, USA) prepared for the Chancellery of Latvia a proposal for the creation of a career-long professional development program for those in the civil service. ...

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Optical Transport N etwork (OTN) Tutorial Disclaimer: This is a Tutorial. This is NOT a Recommendation! This tutorial has no standards significance. It is purely for educational purposes. In case of conflict between the material contained in the tutorial and the material of the relevant Recommendation the latter always prevails. This tutorial should NOT be used as a reference; only the relevant Recommendations can be referenced. Summary This document provides a tutorial for Optical Transport Network stand

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... Symbols are simulation data, solid curves represent theoretical values, and dashed curves show asymptotic predictions in the limit of thick channels (a) and thin channels (b). transverse flow in a thin channel situation.28 Figure 4 shows (x the results for the effective downstream slip lengths, beff) , as obtained from Poiseuille fits (53) to the x component of the velocity vx , for two values of the channel thickness, H = 50 and H = 10 . ... The eigenvalues of the slip-length tensor are shown in...

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The beamer class Manual for version 3.06. \begin{frame} \frametitle{There Is No Largest Prime Number} \framesubtitle{The proof uses \textit{reductio ad absurdum}.} \begin{theorem} There is no largest prime number. \end{theorem} \begin{proof} \begin{enumerate} \item<1-| alert@1> Suppose $p$ were the largest prime number. \item<2-> Let $q$ be the product of the first $p$ numbers. \item<3-> Then $q+1$ is not divisible by any of them. \item<1-> Thus $q+1$ is also prime and greater than $p$.\qedhere

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