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Ganna Verovkina; G.V. Verovkina; Ã.Â.Âåðüîâê³íà
Ganna Verovkina; G.V. Verovkina; Ã.Â.Âåðüîâê³íà
Taras Shevchenko National University of Kyiv
Verified email at knu.ua
Title
Cited by
Cited by
Year
The interpolation representation of one class of random fields
GV Verovkina, VN Nagornyi
Bulletin of Taras Shevchenko National University of Kyiv Series: Physics …, 2005
82005
The interpolation representation of some classes of random processes
GV Verovkina
Mechanics and Mathematics 2, 9-11, 2013
72013
²íòåðïîëÿö³éí³ çîáðàæåííÿ îäíîãî êëàñó âèïàäêîâèõ ïîë³â
àÂåðüîâê³íà, ÂÍ Íàãîðíèé
³ñíèê Êè¿âñüêîãî óí³âåðñèòåòó. Ñåð³ÿ: ô³çèêî, 2005
42005
Peculiarities of Construction and Analysis of the Information Warfare Model with Markov Switchings and Impulse Perturbations Under Levy Approximation Conditions
IV Samoilenko, AV Nikitin, GV Verovkina
Cybernetics and Systems Analysis 57, 621-628, 2021
22021
Investigation of the interpolation representation of random processes with non-equidistance interpolation knots
GV Verovkina
ScienceRise, 50-54, 2016
12016
Êîíôîðìí³ â³äîáðàæåííÿ ôóíêö³é êîìïëåêñíî¿ çì³ííî¿
àÂåðüîâê³íà, À Ëîâåéê³í
Êè¿â: ÊÍÓÓ ³ì. Òàðàñà Øåâ÷åíêà, 2012
12012
Analytic Solutions of Equation for Random Evolution on a Complex Plane
I Samoilenko, G Verovkina, T Samoilenko
Austrian Journal of Statistics 52 (SI), 71-81, 2023
2023
Construction Features and Analysis of Warfare Information Model with Impulse Perturbations under Poisson Approximation Conditions
TN I. Samoilenko, G. Verovkina, A. Nikitin
Cybersecurity Providing in Information and Telecommunication Systems, 2021
2021
Îñîáëèâîñò³ ïîáóäîâè òà àíàë³ç ìîäåë³ ³íôîðìàö³éíî¿ áîðîòüáè ç ìàðêîâñüêèìè ïåðåìèêàííÿìè òà ³ìïóëüñíèìè çáóðåííÿìè â óìîâàõ àïðîêñèìàö³¿ Ëåâ³
²Â Ñàìîéëåíêî, À ͳê³ò³í, àÂåðüîâê³íà
ʳáåðíåòèêà òà ñèñòåìíèé àíàë³ç, 136–145-136–145, 2021
2021
ÎÑÎÁËÈÂÎÑÒ² ÏÎÁÓÄÎÂÈ ÒÀ ÀÍÀË²Ç ÌÎÄÅ˲ ²ÍÔÎÐÌÀÖ²ÉÍÎ ÁÎÐÎÒÜÁÈ Ç ÌÀÐÊÎÂÑÜÊÈÌÈ ÏÅÐÅÌÈÊÀÍÍßÌÈ ÒÀ ²ÌÏÓËÜÑÍÈÌÈ ÇÁÓÐÅÍÍßÌÈ Â ÓÌÎÂÀÕ ÀÏÐÎÊÑÈÌÀÖ² ËŲ
²Â ÑÀÌÎÉËÅÍÊÎ, À ͲʲҲÍ, àÂÅÐÜÎÂʲÍÀ
2021
INVESTIGATION OF THE APPROXIMATION OF CONTINUOUS PERIODIC FUNCTIONS ON THE TORUS
G Verovkina
IX International Scienti?c and Practical Conference «International Trends in …, 2019
2019
Íàâ÷àëüíèé ïîñ³áíèê ç äèñöèïë³íè "Êîìïëåêñíèé àíàë³ç" Ðÿäè òà ³íòåãðàëè ôóíêö³é êîìïëåêñíî¿ çì³ííî¿
àÂåðüîâê³íà
2019
Íàâ÷àëüíèé ïîñ³áíèê ç äèñöèïë³íè "Êîìïëåêñíèé àíàë³ç" Êîíôîðìí³ â³äîáðàæåííÿ ôóíêö³é êîìïëåêñíî¿ çì³ííî¿
àÂåðüîâê³íà
2019
INVESTIGATION OF THE APPROXIMATION OF CONTINUOUS PERIODIC FUNCTIONS ON THE TORUS
G Verovkina
World Science, 4-10, 2019
2019
THE INTERPOLATION REPRESENTATIONS OF STOCHASTIC PROCESSES WITH NON-EQUIDISTANCE INTERPOLATION KNOTS
G Verovkina
Web of Scholar 1 (1), 4-7, 2018
2018
THE INTERPOLATION REPRESENTATIONS OF STOCHASTIC PROCESSES WITH NON-EQUIDISTANCE INTERPOLATION KNOTS IN GROUPS WITH TWO POINTS
V Ganna
World science 1 (2 (30)), 5-9, 2018
2018
ÄÎÑ˲ÄÆÅÍÍß ÏÅвÎÄÈ×ÍÈÕ ÐÎÇÂ’ßÇʲ ÎÄÍÎÃÎ ÊËÀÑÓ Ç˲×ÅÍÍÈÕ ÑÈÑÒÅÌ Ð²ÇÍÈÖÅÂÈÕ Ð²ÂÍßÍÜ
àÂåðüîâê³íà
7—10 æîâòíÿ 2017 ðîêó, Ëóöüê—Êè¿â, 34, 2017
2017
Research in the Interpolation Representations of Stochastic Processes in the Two Types of Interpolation Knots
G Verovkina
EUREKA: Physics and Engineering, 3-8, 2017
2017
²íòåðïîëÿö³éí³ çîáðàæåííÿ äåÿêèõ êëàñ³â ñòîõàñòè÷íèõ ïðîöåñ³â çà ïðÿìîêóòíîþ ðåø³òêîþ âóçë³â ³íòåðïîëÿö³¿
à Âåðüîâê³íà
³ñíèê Êè¿âñüêîãî íàö³îíàëüíîãî óí³âåðñèòåòó ³ìåí³ Òàðàñà Øåâ÷åíêà …, 2017
2017
Äîñë³äæåííÿ ³íòåðïîëÿö³éíèõ çîáðàæåíü âèïàäêîâèõ ïðîöåñ³â çà íåð³âíîâ³ääàëåíèìè âóçëàìè ³íòåðïîëÿö³¿
àÂåðüîâê³íà
ScienceRise 11 (1 (28)), 50-54, 2016
2016
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