School Of Information Technologies And Engineering

Fuad Hajiyev

Assistant Professor

Mathematics

Email:

Phone:

Office:

Joined ADA:

fhajiyev[at]ada.edu.az

415

B222

September, 2014 - August, 2017; September 2019

COURSES

Calculus I, II
Linear Algebra
Discrete Structures

EDUCATION

PhD Steklov Mathematical Institute of Russian Academy of Sciences
MS Baku State University
BS Baku State University

PUBLICATIONS

Hajiyev F., Umarov T., Poernomo I. - Formal Ontologies for Data-Centric Business Process Management - Proceedings of the 5th International Conference on APPLICATION of INFORMATION and COMMUNICATION TECHNOLOGIES, AICT, Oct 12-14, 2011, p 1-8.
Gadzhiev F.A. Равновесие с трансферабельными стоимостями в одной модели с выпуклыми связями. – Экономика и математические методы, 2004, том 40, ном.4, стр 121-133. (Engl.Transl.: Balance with the Transferable Costs in a Model with Convex Communications (Connections). - in Economics and Mathematical Methods, 2004, vol 40, issue 4, p.121-133)
Gadzhiev F.A. Equilibrium with transferable values in models with convex connections (in Russian).-Dokl. Russian Acad. of Sci. 1997, v. 357, No 2, p.161-164.
Gadzhiev (Hadjiev) F.A., Pareto Optimality of equilibrium in the model with superlinear connections.-Proc. of the 1-st Turkish Symp. on Econometry and Statistics Izmir, Turkey,1993, p. 487-492.
Gadzhiev F.A. Functions of four variables on the three-dimensional sphere, which are not representable as a superposition of functions of a smaller number variables.(in Russian)- DAN SSSR, 289 (1986) , no 4, p. 785-788; English Transl. in: Soviet Math. Dokl., 34 (1987), no 1 , p. 150-153.
Gadzhiev F.A. Some problems of the theory of iterative Post algebras of continuous functions. (in Russian).-Ph.D. Thesis, Moscow, 1984, 58 pp.
Gadzhiev F.A.,Mal’cev A.A. On dense subalgebras of Post algebras and Menger algebras of continuous functions. (in English) - Proc Int. Conf, Leningrad 1982, Lecture Notes in Mathematics, v. 1060, p. 258-266, Springer, Berlin-New-York, 1984.
Gadzhiev F.A The Kolmogorov-Slupecki theorem for a three dimensionl sphere. (in Russian)- Uspekhi Mat. Nauk 39 (1984), no 5(239), 51-54: English Transl. in “Russian Math. Surveys”, 39(984), no 5, p. 57-61.