Gevorgyan, Pavel Samvelovich

• 1980 - entered the Faculty of Mechanics and Mathematics of Yerevan State University .
• 1984 - became the winner of the student mathematics Olympiad and in the same year participated in the All-Union Student Mathematical Olympiad in Vilnius as part of the Armenian team.
• 1984 - was transferred to the Faculty of Mechanics and Mathematics of Moscow State University , where in 1985 he defended his thesis and graduated with honors from the university.
• 1985 - 1989 - studied at the graduate school of the Faculty of Mechanics and Mathematics of Moscow State University at the Department of Higher Geometry and Topology .
• PhD in Physics and Mathematics since 1989 .
• Doctor of physico-mathematical sciences since 2001 . (specialty 01.01.04 - geometry and topology).
• 1994 - 1996 - Head of the Department of Higher Mathematics, 1993 - 1996 - Dean of the Department of Natural Sciences, 1996 - 2000 - Rector of the Artsakh State University .
• 2000—2015 - Professor, Department of Higher Mathematics, Moscow Power Engineering Institute (Technical University) (MPEI) .
• 2008—2016 - Head of the Department of Higher and Applied Mathematics of the Academy of Labor and Social Relations (AT&SO) .
• 2015–2016 - Vice-Rector of Moscow State Pedagogical University (MPGU) .
• Since 2015 - Head of the Department of Mathematical Analysis of Moscow Pedagogical State University .
• Since 2016 - Member of the Dissertation Council of Moscow State University . 01.17. Faculty of Mechanics and Mathematics of Moscow State University .
• Member of the Scientific and Methodological Council for Mathematics of the Ministry of Education and Science of the Russian Federation .
• Laureate of the Prize of the Government of the Russian Federation (2014).
• Honorary Worker of Higher Professional Education of the Russian Federation (2012).

Married. Has two children.

Continuous transformation groups. Shapes Theory.

A complete list of publications in the ISTAINA system (MSU) .

• Gevorgyan PS and Pop I., Movability and uniform movability of shape morphisms. Bulletin Polish Acad. Sci. Math. 64 (2016), 69-83.
• Gevorgyan PS, Groups of binary operations and binary G-spaces . Topology and its Applications . - 2016. - Vol. 201 .-- P. 18-28.
• Gevorgyan PS On binary G-spaces . Mathematical Notes . - 2014 .-- Vol. 96, no. 4. - P. 600-602.
• Gevorgyan PS, Yu.M. Smirnovʼs general equivariant shape theory . Topology and its Applications , Volume 160 (2013), pp. 1232-1236.
• Gevorgyan PS, Equivariant movability of topological groups . Topology and its Applications , Volume 159, Issue 7, April 15, 2012, Pages 1761-1766.
• Gevorgyan PS, On equivariant movability of topological groups. 2010 Int. Conf. On top. And its Appl., Nafpaktos , Greece , p. 108-109.
• Gevorgyan PS, Pop I. Uniformly movable categories and uniform movability of topological spaces. Bull. Polish Acad. Sci. Math. , (55) 2007, 229-242.
• Gevorgyan PS, Movable categories. 2006 Int. Conf. On top. And its Appl., Aegion , Greece , p. 74-75.
• Gevorgyan PS, Some questions of equivariant movability. Glasnik Mat. 39 (59) (2004), p. 185-198.
• Gevorgyan PS, Movable categories. Glasnik Mat. 38 (58) (2003), p. 177-183.
• Gevorgyan PS, Free equivariant shapes. Sixteenth Summer Conference on Topology and its Applications, July 18-20, 2001, New York , NY, USA .
• Gevorgyan PS, Algebraic characterization of movable spaces. Algebra, Geometry and Applications, 2001, N 1, p. 12-18.
• Gevorgyan PS, On the topological distributive algebras. Int. Conf. On Topology and its Applications, Yokohama, Japan , September 1-3, 1999.
• Gevorgyan P. S., Equivariant mobility questions of G-spaces. Bulletin of Moscow State University , Ser. 1, Math. Mechanics, 2003, No. 2, p. 59-63.
• Gevorkyan P. S., Shape-morphisms into transitive G-spaces. Mat. Notes , 2002, v. 72, no. 6, p. 821-827.
• Gevorgyan P.S., Theory of K-shapes. Proceedings of the NAS of Armenia , ser. Maths.
• Gevorgyan P. S., On one criterion of mobility. Mat. Notes , 2002, v. 71, N 2, p. 311-315.
• Gevorgyan P.S., Equivariant Freudenthal theorem and equivariant G-mobility. UMN, 2001, v. 56, no. 1 (337), p. 159-161.
• Georgian PS, An equivariant generalization of Arens-Ellis theorem, Izvestya Natsionalnoi Akademii Nauk Armenii. Matematica, vol. 31, No. 5 (1996), pp. 70-75 (in Russian).
• Gevorgyan P.S., Majorants for G-movable compacts. UMN, 1989, v. 44, No. 1, p. 191-192.
• Gevorkyan P. S., On the G-mobility of a G-space. UMN , 1988, v. 43, N 3, p. 177-178.
• Georgian PS, Linearization of completely regular G-spaces, 5 Tiraspol Symposium on General Topology and Its Applications, (1985), pp. 61-62 (in Russian).

• Gevorgyan P.S., Higher mathematics. Fundamentals of mathematical analysis. M .: Fizmatlit , 2004, 2013 .-- 240c.
• Gevorgyan P.S., Higher mathematics. Integrals, series, TFKP, differential equations. Part 2. M.: Fizmatlit , 2007 .-- 272c.
• Gevorgyan P.S., Higher mathematics. Linear algebra and analytic geometry. M.: Fizmatlit , 2007 .-- 208c.

All three books are published with the stamp “Approved by the Ministry of Education and Science of the Russian Federation as a textbook for university students studying in areas and specialties in the field of economics and management, engineering and technology”.

• Petrushko I. M., Gevorkyan P. S. et al. Course in higher mathematics. Rows. M.: Publishing House MPEI, 2009. - 173c.
• Ed. P. S. Gevorgyan, Higher mathematics for economists. M.:, "Publishing House Economics" , 2010. - 352c.
• Ed. P. S. Gevorkyan, A collection of problems in higher mathematics for economists. M.:, "Publishing House Economics" , 2010. - 384c.

(Vulture of the Scientific and Methodological Council for Mathematics of the Ministry of Education and Science of the Russian Federation ).

• Gevorkyan P.S., Potemkin A.V., Eisymont I.M., Probability Theory and Mathematical Statistics. M.:, "Publishing House Economics" , 2012. - 208c.

(Vulture of the Scientific and Methodological Council for Mathematics of the Ministry of Education and Science of the Russian Federation ).

• Gevorkyan P.S., Zakaryan V.S. , Higher mathematics. Part 1. Yerevan, “Edith Print” Publishing House, 2009. - 384c. (in Armenian).

(Vulture of the Ministry of Education and Science of Armenia).

• Gevorkyan P.S., Zakaryan V.S. , Higher mathematics. Part 2. Yerevan, “Edith Print” Publishing House, 2012. - 464c. (in Armenian).

(Vulture of the Ministry of Education and Science of Armenia).

The book "Higher mathematics for economists" was recognized as a laureate of the 1st degree of the First All-Russian Competition of the Scientific and Methodological Council on Mathematics of the Ministry of Education and Science of the Russian Federation "The best educational publication in mathematics" in the category: Mathematics for economic specialties, and was also awarded the diploma of the Russian Academy Natural Sciences “The Golden Fund of Russian Science. The best educational publication in the industry. ”

• Department of Mathematical Analysis of Moscow State Pedagogical University .
• Encyclopedia. Russian scientists.
• All-Russian Mathematical Portal