Kharatyan Vahagn Misha
19.02.2016

Deputy Dean for Science and International Cooperation, PhD in Physical and Mathematical sciences, Assistant

kharatyanvahagn06@aspu.am

Deputy Dean for Science and International Cooperation

PhD in Physical and Mathematical sciences, Assistant/Chair of Informatics and Informatic teaching methods

Education
2012-2013 Cisco Systems Inc., Network Adacemy in Armenia,
2007-2008 Postgraduate student of the chair of “Mathematics and mathematic modeling” of Russian-Armenian (Slavonic) University,
2004-2007 Postgraduate student of the chair of “Higher mathematics and geometry” at ASPU after Kh. Abovyan,
1999 – 2004 Student of faculty of Physics and Mathematics at ASPU after Kh. Abovyan

Academic Credentials
PhD in Physical and Mathematical sciences , Specialized Council` 053: “Differential equations” A.01.02, 2010.
thesis topics:
"Solvability of differential equations and Couchy problem in the class of polynoms".

Work Experience
2013- Deputy Dean for Science and International Cooperation
2009-2011 lecturer in the department of Informatics and information technologies at ASPU
2011- assistant in the department of Informatics and information technologies at ASPU.

Courses
Bachelors degree: Computer networking,
Master Degree: Network security basics.

Scope of Academic Interests
Differential equation, computer networking, network security .

Selected publications
1. On Couchy problem for second order elliptic operators in the class of polynoms//Journal of Contemporary Maths,v. 41, № 6, 2006.
2. On solvability of differential equations in the class of polynoms // Journal of Contemporary Maths,v. 41, № 4, 2006.

3. On solvability of differential equations with constant coefficients in the class of polynoms // Mathematics in the High School, Yerevan, 2008, v. IV, № 2-3, p. 32-40.
4. On solvability of Couchy problem for one class of polynoms in the class of equations // Mathematics in the High School, Yerevan, 2009, v. 5, № 2 , p. 10-24.
5. On Couchy problem for second order elliptic operators in the class of polynoms// Thesises of reports of Russian-Armenian Workshop, 24-30 september,Yerevan, 2006, p. 34.

Languages: armenian, russian, english.



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