School Of Information Technologies And Engineering

Yagub Aliyev

Assistant Professor, Program Director of Mathematics

Mathematics

Email:

Phone:

Office:

Joined ADA:

yaliyev[at]ada.edu.az

309

B217

2018

COURSES

Methods of Math Problem Solving
Mathematical Analysis 1-2
Foundations of Geometry
History of Mathematics

EDUCATION

PhD, Baku State University
MA, Baku State University
BS, Baku State University

PUBLICATIONS

Aliyev, Y. N. (2023). Digits of powers of 2 in ternary numeral system. Notes Number Theory Discrete Math, 29, 474-485.
F. Əliyev, C. Mikayılov, Y. Əliyev, Statistika, QU, Bakı, 2015. (in Azerbaijani);
Я. Алиев, Задачи Штурма-Лиувилля с граничными условиями, зависящими от параметра, LAP, 2012, c. 132. (Saarbrücken, Deutchland) (in Russian);
Y. N. Aliyev, Inequalities on a Right Trapezoid, Crux Mathematicorum, Vol. 44(8), October 2018, 337-339.
Y.N. Aliyev, Inequalities on Ratios of Radii of Tangent Circles, Mathematical Reflections 5 (2015) 1-6;
Yagub N. Aliyev, Protasov Lemma and its applications, International Journal of Geometry 2(2) (2013) 50-55;
Y.N. Aliyev, Construction of Tangents of Conchoid of Nicomedes and Limacon of Pascal, and Solution of Extremal Chord Problem in Ellipse Using Ophiuride Curve, Tr. Doğa ve Fen Derg. − Tr. J. Nature Sci. 2(2) (2013) 1-6;
Y. N. Aliyev, Leonardo da Vinci inequality and other geometric extrema problems, Journal of Qafqaz University, Mathematics and Computer Science series 32 (2011) 84-94;
Y. N. Aliyev, On some algebraic properties of repunit numbers expressed by (in)equalities involving functions of integer and fractional part of a number, Journal of Qafqaz University, Mathematics and Computer Science series, 30 (2010) 104-112;
Я.Н. Алиев, Об особенностях корневого пространства краевой задачи Штурма-Лиувилля со спектральным параметром, Journal of Qafqaz University, Mathematics and Computer Science series 29(1) (2010) 80-87;
Y. N. Aliyev, Inequalities involving reciprocals of triangle areas, Crux Math. with Math. Mayhem 36(8) (2010) 535-539;
Y.N. ALIYEV, NEW INEQUALITIES ON TRIANGLE AREAS, Journal of Qafqaz University 25 (2009) 129-135;
Y. N. Aliyev and N. B. Kerimov, The Basis Property of Sturm–Liouville Problems With Boundary Conditions Depending Quadratically On The Eigenparameter, The Arabian Journal For Science And Engineering 33(1) (2008),123-136;
Y. N. Aliyev, The Best Constant for An Algebraic Inequality, J. Inequal. Pure and Appl. Math. 8(2) (2007), 1-6;
Y. N. Aliyev, Minimality of the system of root functions of Sturm–Liouville problems with decreasing affine boundary conditions, Colloq. Math. 109(1) (2007) 147-162;
Y. N. Aliyev, Hexagons and Inequalities, Crux Math. with Math. Mayhem 32(7) (2006) 456-461;
N. B. Kerimov and Y. N. Aliyev, The basis property in Lp of the boundary value problem rationally dependent on the eigenparameter, Studia Mathematica 174(2), (2006) 201-212;
Y. N. Aliyev, On the basis properties of Sturm-Liouville problems with decreasing affine boundary conditions, Proceedings of Institute of Math. and Mech. of NAS of Azerbaijan 24 (2006) 35-52;
Н. Б. Керимов, Я. Н. Алиев, О базисных свойствах краевой задачи Штурма-Лиувилля с граничным условием, квадратично зависящим от спектрального параметра, Вестник Бакинского Университета 1 (2006) 15-26;
Aliyev Y.N., Aliyev N.Y., On some applications of Gelfond’s theorems, Journal of Qafqaz University 17(1) (2006), 1-5;
Н. Б. Керимов, Я. Н. Алиев, О базисных свойствах одной краевой задачи, рационально зависящей от спектрального параметра, Вестник Бакинского Университета 4 (2005) 21-30;