... Институт стран Азии и Африки . ... Экономика стран Азии и Африки . ... в различных группах стран Азии и Африки, а также изучение долговременных и современных тенденций их экономической модернизации, процесса догоняю- . ... 4.Социально-экономическая дифференциация развивающихся стран: . ... Экономический рост в странах Азии и Африки. ... Тенденции и факторы аграрного развития стран Азии и Африки. ... странами. ... Предпосылки и исходные рубежи современного экономического роста стран Азии и Африки . ...
... 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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... The models represent spatially inhomogeneous diffusively concatenated systems of one-dimensional piecewise-continuous maps. ... The area of regular dynamics in the space of the parameters is estimated analytically. ... Annular model with a single defect. ... For all systems whose spatial inhomogeiieity is related to the presence of two types of elements that differ by a parameter value, a lower estimate for the regular ensemble dynamics domain in the space of the parameters was derived analytically....
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Ссылки http://chaos.phys.msu.ru/loskutov/PDF/VasLoskRybUdin2000.pdf -- 693.7 Кб -- 05.02.2009 Похожие документы
... ATOMS, MOLECULES, OPTICS Modified Phase Matching Conditions for Second Harmonic Generation in a Finite One-Dimensional Photonic Crystal near the Bragg Condition: Weak and Strong Diffraction E. V. Petrov and B. I. Mantsyzov Moscow State University, Moscow, 119992 Russia e-mail: epetrov@genphys.phys.msu.ru; mants@genphys.phys.msu.ru Received December 20, 2004 Abstract--Enhanced noncollinear second harmonic generation in a finite one-dimensional ...
... immune cell interactions in vivo A Chemical Genomics Approach of Intracellular Mycobacterium tuberculosis Towards Defining Specific Host Pathogen Interactions Periods in Algebraic Geometry and Physics Imperial Government and Authority in Medieval W estern Islam Philosophy ... The Hebrew University of Jerusalem Interdisciplinary Center (IDC) Herzliya The Hebrew University of Jerusalem Technion - Israel Institute of Technology. ...
. Кафедра истории зарубежной литературы . филологического факультета МГУ им. М.В. Ломоносова . Department of History of Foreign Literatures, Lomonosov State University of Moscow (MGU) . Новости и объявления . Кафедра . Преподаватели кафедры . Заседания кафедры . Диссертационный совет . Научное Студенческое Общество . Конференции . Издания кафедры . История кафедры . Учебная деятельность . Общие курсы (бакалавриат) . Спецкурсы и спецсеминары (бакалавриат) . Магистратура . Программы . Правила оформления
Network Working Group T. Berners-Lee Request for Comments: 1945 MIT/LCS Category: Informational R. Fielding UC Irvine H. Frystyk MIT/LCS May 1996 Hypertext Transfer Protocol -- HTTP/1.0 Status of This Memo This memo provides information for the Internet community. This memo does not specify an Internet standard of any kind. Distribution of this memo is unlimited. IESG Note: The IESG has concerns about this protocol, and expects this document to be replaced relatively soon by a standards track document.
General Utility Lattice Program Version 4.0 Julian D. Gale Nanochemistry Research Institute, Department of Chemistry, Curtin University, P.O. Box U1987, Perth, WA 6845, Australia email: gulp@ivec.org 1 Chapter 1 Introduction & background The General Utility Lattice Program (GULP) is designed to perform a variety of tasks based on force field methods. The original code was written to facilitate the fitting of interatomic potentials to both energy surfaces and empirical data. However, it has expanded now to
... It describes the package for power series treatment, and the pro- cedures for building a normal form and normalizing transformations. ... The basic idea of the method of normal form is the use of \local" coordinate transformation to simplify the equations that describe the dynamics of the system under consideration. In other words, with the method of normal forms, one seeks a near-identity coordinate transformation in which the dynamical system takes the simplest form or so-called normal form. ...
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Ссылки http://acat02.sinp.msu.ru/presentations/edneral/EdneralACAT2002.ps -- 193.0 Кб -- 16.07.2002 Похожие документы