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Roman Bilichenko
Roman Bilichenko
кандидат фізико-математичних наук, Дніпровський національний університет імені О.Гончара
Подтвержден адрес электронной почты в домене dnu.dp.ua
Название
Процитировано
Процитировано
Год
Approximation of unbounded operators by bounded operators in a Hilbert space.
VF Babenko, RO Bilichenko
Ukrainian Mathematical Journal 61 (2), 2009
82009
Inequalities of Taikov type for self-adjoint operators in Hilbert space
VF Babenko, RO Bilichenko
Trudy IPMM 21, 11-18, 2010
52010
The best approximation of classes, defined by powers of self-adjoint operators acting in Hilbert space, by other classes
VF Babenko, RO Bilichenko
Researches in Mathematics 17, 23-30, 2021
32021
Inequality of Taikov type for powers of normal operators in Hilbert space
VF Babenko, RO Bilichenko
Researches in Mathematics 19, 3-7, 2021
32021
Approximation of unbounded functionals by the bounded ones in Hilbert space
VF Babenko, RO Bilichenko
Researches in Mathematics 20, 3-10, 2012
32012
Some problems of approximation theory for powers of normal operators in Hilbert space
RO Bilichenko
Researches in Mathematics 18, 59-71, 2021
22021
Неравенство типа Тайкова для самосопряженных операторов в гильбертовом пространстве
ВФ Бабенко, РО Биличенко
Труды Института прикладной математики и механики, 2010
12010
Application of spectral decomposition to establish inequalities for operators
R Bilichenko, S Zhir
Researches in Mathematics 31 (1), 17-22, 2023
2023
In memoriam: Lilia Georgiivna Boitsun, a mathematician and bright person
VF Babenko, RO Bilichenko, MB Vakarchuk, OV Kovalenko, SV Konareva, ...
Researches in Mathematics 29 (1), 3-10, 2021
2021
Vitalii Pavlovych Motornyi (on occasion of the 80th birthday)
VF Babenko, RO Bilichenko, SV Goncharov, OV Kovalenko, SV Konareva, ...
Researches in Mathematics 28 (2), 3-9, 2021
2021
Approximation of unbounded functional, defined by grades of normal operator, on the class of elements of Hilbert space
RO Bilichenko
Researches in Mathematics 24, 3-9, 2016
2016
Refinement of a Hardy–Littlewood–Pólya-type inequality for powers of self-adjoint operators in a Hilbert space.
VF Babenko, RO Bilichenko
Ukrainian Mathematical Journal 61 (10), 2009
2009
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Статьи 1–12