2005 . Alan Snedden, Dmitri O.Charkin,Valeriy A.Dolgikh, Philip Lightfoot Crystal structure of the `mixed-layer 'Aurivillius phase Bi 5 TiNbWO 15 // Journal of Solid State Chemistry 178 (2005)180-184 . O. A. Dityat'ev, P. S. Berdonosov, A. V. Olenev, and V. A. Dolgikh Nd 3 (SeO 3 ) 4 OH: the First Hydroxoselenite of a Rare-Earth Element with the Gd 3 (SeO 3 ) 4 F-Type Structure // Russian Journal of Inorganic Chemistry, Vol. ... M. B. Zagudailova, P. A. Plachinda, P. S. Berdonosov, S. Yu. ...

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• Prof. Dolgikh group. Publications 2007
• Prof. Dolgikh group. Publications 1995-1999
• Prof. Dolgikh group. June 2010

... Fol. 002 (left side) Fol. 002 (right side) . Fol. 003 (left side) Fol. 003 (right side) . Fol. 004 (left side) Fol. 004 (right side) . Fol. 005 (left side) Fol. 005 (right side) . Fol. 006 (left side) Fol. 006 (right side) . Fol. 007 (left side) Fol. 007 (right side) . Fol. 008 (left side) Fol. 008 (right side) . Fol. 009 (left side) Fol. 009 (right side) . Fol. 010 (left side) Fol. 010 (right side) . Fol. 011 (left side) Fol. 011 (right side) . ...

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• Moscow State University. Faculty of History
• The Founding of Moscow University
• CEH Publications

... 31-Oct-2005 23:37 . ... 1.0K . ... 27-Aug-2007 10:23 . ...

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• Index of /modules/ax_visitors/atomax
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• Index of /modules/ax_content/atomax/spaw/lib/themes/default/img

... On a Classification of Orbits for Cubic Differential Systems . M.Popa, E.Naidenova (Academy of Sciences, Institute of Mathematics and Computer Sciences, Kishinev, Moldova) . ... We consider a two-dimensional system of differential equations of the first order with polynomial right . ... Using the methods described in [1] the complete classification of orbits for linear representation of the group of rotations and Lorentz group in the space of coefficients of the cubic differential system is done. ...

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• General Information
• ISNA-16

. To see a Russian version of this page click here . (Senior Researcher. Graduated from Moscow State University (MSU) in 1982, Ph.D. 1986, MSU) . A member of EAS and IAU. Fields of interest: hot massive stars, close binary systems: optical photometric and spectral observations, X-ray observations; ill-posed problems, X-ray astrophysics. My publications (ADS link) . Linux on CLEVO 8750 (old stuff) . Phones/addresses of my university mates graduated in 1982. E-mail: igor@sai.msu.ru .

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• Victor Oknyanskij
• Irina Glushneva
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... Statutes of ERC . Methodical Commissions of ERC . ... The Methodical Commissions of the MSU Nanotechnology Education and Research Center (ERC) are set up according to all the research specializations of ERC. The Methodical Commissions of ERC are collegial bodies that prepare education programs of ERC and programs for developing courseware and training materials. ... ERC participants may be mutually agreed with members of methodical commissions representing relevant faculties and chairs. ...

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• The 7th International Nanoscience Student Conference, London, 19?22 August 2013

... THEORETICAL PRINCIPLES AND METHODS OF REMEDIATION OF SOILS POLLUTED WITH HEAVY METALS . Galina Koptsik . ... Development of current principles and approaches for soil remediation in heavy metal polluted areas. ... The project aims to study and develop, both theoretically and experimentally, the current approaches to remediation of soils polluted with heavy metals. ... Potentialities and constraints of different approaches for remediation of heavy metal polluted soils will be analysed. ...

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... They elected her to represent them on the committee. 4.to lose elections ­ to receive an amount of money paid by government or company, to someone who can no longer earn money by working. ... The government must introduce new tough policies to reduce unemployment. 8.to give glimpses ­ a person who travels from place to place and holds religious meetings in the open air to persuade people to become Christians. ... Most students have to stretch their money while studying away from home. ...

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• http://www.eng.math.msu.su/download/Midterm_test.pdf

... class applied_topology(ost.Topology.Abstract): #, # p1 self.edges[p1] # p2 p1 7 self.edges = { p1: [p1_1,...,p1_k1] p2: [p2_1,...,p2_k2] ... pM: [pM_1,...,p1_kM] } # p2 # , p1 def proximity(self, p1, p2): # in bool # self.edges[p1] p2 return p2 in self.edges[p1] 3.1.1.2. . class applied_topology(ost.Topology.Abstract): #, # p1 self.edges[p1] # p2 p1 self