Підписатись
Андрій Бандура
Андрій Бандура
Інші іменаAndriy Bandura
Professor, Department of Advanced Mathematics, Ivano-Frankivsk National Technical University of Oil
Підтверджена електронна адреса в nung.edu.ua - Домашня сторінка
Назва
Посилання
Посилання
Рік
Entire functions of bounded L-index in direction
AI Bandura, OB Skaskiv
Mat. Stud 27 (1), 30-52, 2007
652007
Entire functions of several variables of bounded index
A Bandura, O Skaskiv
Lviv: Chyslo, Publisher I.E. Chyzhykov, 2016
64*2016
Maximum modulus in a bidisc of analytic functions of bounded L-index and an analogue of Hayman's theorem
A Bandura, N Petrechko, O Skaskiv
Mathematica Bohemica 143 (4), 339-354, 2018
46*2018
Sufficient conditions of boundedness of L-index in joint variables
AI Bandura, MT Bordulyak, OB Skaskiv
Matematychni Studii 45 (1), 12-26, 2016
402016
Properties of entire solutions of some linear PDE's
A Bandura, O Skaskiv, P Filevych
Journal of Applied Mathematics and Computational Mechanics 16 (2), 17-28, 2017
362017
Sufficient sets for boundedness L-index in direction for entire functions
AI Bandura, OB Skaskiv
Mat. Stud 30 (2), 177-182, 2008
362008
Directional Logarithmic Derivative and the Distribution of Zeros of an Entire Function of Bounded L-Index Along the Direction
AI Bandura, OB Skaskiv
Ukrainian Mathematical Journal 69 (3), 500-508, 2017
342017
Open problems for entire functions of bounded index in direction
AI Bandura, OB Skaskiv
Matematychni Studii 43 (1), 103-109, 2015
322015
Functions analytic in a unit ball of bounded L-index in joint variables
A Bandura, O Skaskiv
Journal of Mathematical Sciences 227 (1), 1-12, 2017
28*2017
Analytic functions in the unit ball of bounded L-index: asymptotic and local properties
AI Bandura, OB Skaskiv
Matematychni Studii 48 (1), 37-73, 2017
272017
Analytic in a polydisc functions of bounded L-index in joint variables
AI Bandura, NV Petrechko, OB Skaskiv
Mat. Stud. 46 (1), 72-80, 2016
262016
Sufficient conditions of boundedness of -index and analog of Hayman's Theorem for analytic functions in a ball
A Bandura, O Skaskiv
Stud. Univ. Babes-Bolyai Math. 63 (4), 483-501, 2018
252018
Some improvements of criteria of L-index boundedness in direction
AI Bandura
Matematychni Studii 47 (1), 27-32, 2017
242017
Boundedness of the L-index in a direction of entire solutions of second order partial differential equation
A Bandura, O Skaskiv
Acta et Commentationes Universitatis Tartuensis de Mathematica 22 (2), 223-234, 2018
232018
Analytic functions in the unit ball of bounded -index in joint variables and of bounded -index in direction: a connection between these classes
A Bandura, O Skaskiv
Demonstratio Mathematica 52 (1), 82-87, 2019
22*2019
Asymptotic estimates of entire functions of bounded L-index in joint variables
A Bandura, O Skaskiv
Novi Sad Journal of Mathematics 48 (1), 103-116, 2018
22*2018
Entire Functions of Bounded L-Index: Its Zeros and Behavior of Partial Logarithmic Derivatives
A Bandura, O Skaskiv
Journal of Complex Analysis 2017 (Article ID 3253095), 1-10, 2017
212017
New criteria of boundedness of L-index in joint variables for entire functions
A Bandura
Math. Bull. Shevchenko Sci. Soc. 13 (2016), 58-67, 2016
21*2016
Functions Analytic in the Unit Ball Having Bounded -Index in a Direction
A Bandura, O Skaskiv
Rocky Mountain Journal of Mathematics 49 (4), 1063-1092, 2019
202019
Analog of Hayman's Theorem and its Application to Some System of Linear Partial Differential Equations
AI Bandura, OB Skaskiv
Journal of Mathematical Physics, Analysis and Geometry 15 (2), 170-191, 2019
202019
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