C urriculum Vitae General First name: Abdurasulov Surname: Qobiljon Sex: Male Date of birth

C urriculum Vitae
General

First name: Abdurasulov
Surname: Qobiljon
Sex: Male
Date of birth: 1992, May 5
Place of birth: Namangan, Uzbekistan
Nationality: Uzbek
Citizenship: Uzbekistan
Marital status: married
Official address: Department of Algebra and its Applications, Institute of Mathematics Academy of Science of Uzbekistan, 81, Mirzo Ulug’bek street, 100125, Tashkent, Uzbekistan

Phone: [phone],

Fax: [phone]

e-mail: [e-mail]

Private address: 5-14, Medgorodok Street, Tashkent city, Uzbekistan,

Phone: [phone] (mobile),

E-mail: [e-mail]
Education:
2014-2016 National University of Uzbekistan, master student;
2010-2014 National University of Uzbekistan, bachelor student.
Languages: English (good), Russia (good), Uzbek (native),

Academic Degrees: Bachelor in Mathematics, National University of

Uzbekistan, 27.05.2014, Tashkent, Uzbekistan,

Dissertation title: Deformation of filiform Leibniz algebras. Supervisor: Prof. Sh.A.Ayupov.
Master of Science, National University of Uzbekistan, 07.06.2016, Tashkent, Uzbekistan,

Thesis title: Deformation of some solvable Leibniz algebras and its application. Supervisor: Prof. Sh.A.Ayupov.

Research field: Non associative algebras, Leibniz algebras, structure theory of algebras.

Publications:

1. 
   Abdurasulov K.K., Adashev J.K., Sattarov A.M., Solvable Leibniz algebra with 2-filiform nilradical. // Uzbek Mathematical Journal, 2016, №4, pp. 16-23.
   
2. 
   Khudoyberdiyev A.Kh., Abdurasulov K.K., Adashev J.K., Sattarov A.M. Description of the second level in a variety of complex finite nilpotent Leibniz algebras. // Journal of National University of Uzbekistan, 2016, № 34, pp. 61-67.
   

Meeting, Conferences and Congresses:

1. 
   Sattarov A.M., Abdurasulov Q.K. Extension of solvable Leibniz Algebras with naturally graded filiform nilradical. International Conference «Algebra, Analysis and Quantum Probability», 10-12 September, 2015, Tashkent, (Uzbekistan), p. 102-104.
   
2. 
   Abdurasulov Q.K., Khudoyberdiyev A.K. Leibniz 2-cocycles filiform Lie algebra. "The problems of modern topology and its applications." Tashkent, 2013, p. 99-100.
   
3. 
   Abdurasulov K.K., Adashev J.K., Solvable Leibniz algebra with 2-filiform nilradical. "The problems of modern topology and its applications." Tashkent, 5-6 May 2016 y. p. 113-115
   
4. 
   Abdurasulov K.K., Adashev J.K., Trivial central extensions of the Virasoro algebra. Modern problems of applied mathematics and information technology –Al-Khorezmiy 9-10 November, 2016. p. 234-236.
   
5. 
   Omirov B.A., Abdurasulov K.K., The Leibniz algebras associated with simple modules of the Virasoro algebra. "Problems of Algebra, Applied mathematics and Information technologies", Republican conference, December 20-21, 2016. Namangan. p. 19-20.
   
6. 
   Адашев Ж.К., Абдурасулов К.К., Разрешимые алгебры Лейбница с абелевым нильрадикалом и дополняющим пространством максимальной размерности. Of the republican scientific conference with participiation of foreign scientists. Modern problems of dynamical systems and their applications. May 1-3, 2017, Turin Polytechnic University in Tashkent, -P. 239-240.