... What are mechanisms of secular evolution? ... Internal mechanisms of secular evolution may b e: · bar instabilities in dynamically cold disk galaxies , · deviations from circular rotation due to non-axisymmetric gravitation p otential effect which may b e produced by planar structures ... gravitational and energetic, effects of nuclear sup ermassive black holes ­ they may provoke as attraction as well expansion, · certain gas expansion by galactic winds and fountains, etc ...

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• http://sn.sai.msu.ru/~sil/preprints/mykukar.pdf
• http://sn.sai.msu.ru/~sil/preprints/expsauron.pdf
• MPFS reduction routines HELP

Sbornik : Mathematics 201:3 1­17 Matematicheski Sbornik 201:3 3­20 i c 2010 RAS(DoM) and LMS DOI 10.1070/SM2010v201n03ABEH004074 Elementary equivalence of Chevalley groups over lo cal rings E. I. Bunina Abstract. It is proved that (elementary) Chevalley groups over local rings with invertible 2 are elementarily equivalent if and only if their types and weight lattices coincide and the initial rings are elementarily equivalent. ... Keywords: Chevalley groups, elementary equivalence, local rings. ...

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• http://halgebra.math.msu.su/wiki/lib/exe/fetch.php/staff:yjabr12829.pdf

... There are two main thrusts in the theory of regular and chiral p olytop es: the abstract, purely combinatorial asp ect, and the geometric one of realizations. ... The dimension of a faithful realization of a finite abstract regular p olytop e in some euclidean space is no smaller than its rank, while that of a chiral p olytop e must strictly exceed the rank. ... In E4 , therefore, the open cases are the (finite) chiral polytopes of rank 3, and the regular or chiral apeirotopes of ranks 3 and 4. ...

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SKOBELTSYN INSTITUTE OF NUCLEAR PHYSICS (SINP) A.N. Ermakov, V.A. Khankin, Yu.A. Kubyshin, N.I Pakhomov, J.P. Rigla, V.I. Shvedunov DESIGN AND MAGNETIC MEASUREMENTS OF THE EXTRACTION MAGNET FOR 55 MeV RACE TRACK MICROTRON MSU-SINP Preprint No 2011-2/866 1 UDC 621.039 A.N. Ermakov, V.A. Khankin, Yu.A. Kubyshin, N.I Pakhomov, J.P. Rigla, V.I. Shvedunov E-mail addresses: shved@depni.sinp.msu.ru DESIGN AND MAGNETIC MEASUREMENTS OF THE EXTRACTION ... Magnetic screen system optimization.. ...

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• http://sinp.msu.ru/en/system/files/preprints/pp-882.pdf

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• http://hit-conf.imec.msu.ru/2012/abstracts/AbstractKonyukhovLikhachev.doc
• http://hit-conf.imec.msu.ru/2012/lectures/Polezhaev.doc

... The "SIAG/LA-SIMUMAT International Summer School on Numerical Linear Algebra" was organized by the SIAM Activity Group on Linear Algebra and was held at the International Center of Mathematical meetings (CIEM) in Castro Urdiales, July 21-25, 2008. Alexander Pozdneev, PhD student of the ASR Department, has attended the Summer School. ... SIAG/LA-SIMUMAT International Summer School on Numerical Linear Algebra (see section "LAST HOUR INFORMATION") . ...

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... 2015 1 « . ... E-mail, SPIN- ( SCIENCE 4. 1 ( ); ( ); SCIENCE INDEX ­ - , (). SPIN-, SCIENCE INDEX eLibrary: http://elibrary.ru/projects/science_index/author_tutorial.asp SPIN- : http://elibrary.ru/projects/blogs/post/2014/05/25/---SPIN-.aspx © .. ... 90­100 . ... 1950. ... 2014. 2011. 2004. ... URL: http://ejournal.spa.msu.ru/vestnik/item/42_2014solovyev.htm , ( : 12.03.2014). ... URL: http://e-journal.spa.msu.ru/vestnik/item/42_2014solovyev.htm ( : 12.03.2014). ...

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• Государственное управление. Электронный вестник

... Study and documentation of endangered languages : RFBR Project 2010-2012 . Multimedia marked text corpus of West Evenki Dialects . ... Project Leader: Olga Kazakevich (LCL SRCC MSU) . Participants: Tatiana Bagaryatskaya (LCL SRCC MSU) , . Elena Budianskaya (LCL SRCC MSU), . ... The project Multimedia marked text corpus of West Evenki Dialects is being realized at Scientific Research Computer Centre, Lomonosov Moscow State University, supported by Russian Foundation for Basic Studies. ...

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... x y» Vxy, x y, , . ... xy z xy z, , x z. (xy z) Vxyz Vxyz V(x y) z VxVxVyVzVz, -4- (xy z) V xyz V xyz V(x y) z VxVxVyVz. (xy z)(xy z) V(xyz xyz) Vxyz V(x y)z Vxyz V(x y) z VxVxVyVzVz. ... Ei(x, y, z): E1(x, y, z) xyz 00000001, E2(x, y, z) (x y) z ­ 10101000, E3(x, y, z) xyz ­ 00000100, E4(x, y, z) (x y) z ­ 10100010 .. , x z (x z) Vxz Vxz Vxz, x z , .. xz- , xz xz-. , , , , xz N(x, y, z), xz xyz xyz xz xyz xyz - Ei . 000001010, xz N(x, y, z), 00000101 xz 10100000 xz , E1 E3, .. xz- xz- , x z . ...

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