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Êð³ñò³íà Áàáåíêî
Title
Cited by
Cited by
Year
On the numerical solution of the Laplace equation with complete and incomplete Cauchy data using integral equations
C Babenko, R Chapko, BT Johansson
Comput. Model. Eng. and Sci.–2014.–101.–P, 299-317, 2014
52014
Operators of the interflatation of functions of 3 variables in the 3D computer tomography
ON Lytvyn, YI Pershina, OO Lytvyn, KE Babenko, VI Mezhuyev
52012
ÏÐÎÁËÅÌÈ Ï²ÄÃÎÒÎÂÊÈ ÊÅвÂÍÈÊ²Â Ó ÑÔÅв ÏÓÁ˲×ÍÎÃÎ ÓÏÐÀÂ˲ÍÍß ÒÀ ÀÄ̲ͲÑÒÐÓÂÀÍÍß Â ÓÌÎÂÀÕ ÖÈÔÐÎÂί ÅÊÎÍÎ̲ÊÈ
ʪ Áàáåíêî, Þ Ôåäîðîâà, Πßðìîø, ßÀ Ìàëèõ³íà,  Ìàëèõ³íà
Ô³íàíñîâî-êðåäèòíà ä³ÿëüí³ñòü: ïðîáëåìè òåî𳿠òà ïðàêòèêè, 501-509, 2019
4*2019
ÏÐÎ ×ÈÑÅËÜÍÅ ÐÎÇÂ’ßÇÓÂÀÍÍß ÎÄͲª¯ ÏÐßÌί ÇÀÄÀײ Å²Ò ÌÅÒÎÄÎÌ ÃÐÀÍÈ×ÍÈÕ ²ÍÒÅÃÐÀËÜÍÈÕ Ð²ÂÍßÍÜ
C Babenko, R Chapko
³ñíèê Ëüâ³âñüêîãî óí³âåðñèòåòó. Ñåð³ÿ ïðèêëàäíà ìàòåìàòèêà òà ³íôîðìàòèêà, 2012
4*2012
²íôîðìàö³éíî–êîìóí³êàö³éí³ áàð'ºðè ñèñòåìè óïðàâë³ííÿ
 Ãðèøèíà, ʪ Áàáåíêî
32020
On the combination of singular and hypersingular boundary integral equations for the Neumann boundary value problem for an elliptic equation with variable coefficients.
C BABENKO, R CHAPKO
J. Numer. Appl. Math, 1-10., 2012
32012
On the interpolation of a function on a bounded domain by its traces on parametric hypersurfaces
et al. BABENKO Christine, CHAPKO, Roman
International Journal of Computer Mathematics, 1673-1682, 2014
22014
Operators of the interlineations of functions of 2 and 3 variables in the 2D and 3D computer tomography/Oleg M. Lytvyn, Vitaliy I. Mezhuyev, Kristina E. Babenko, Yuliya I. Pershina
ML Oleg
5th World Congress on Industrial Process Tomography, Bergen, Norway, 242-249, 2007
22007
Ìåòîäè÷íèé ï³äõ³ä ùîäî âèçíà÷åííÿ âïëèâó ôàêòîð³â íà ï³äâèùåííÿ êîíêóðåíòîñïðîìîæíîñò³ òåðèòîð³¿
ʪ Áàáåíêî, ÎÞ Äÿ÷åê
Ïðîáëåìû ýêîíîìèêè, 175-181, 2020
12020
Ñåìàíòè÷íà ìîäåëü ñèñòåìè ñòðàòåã³÷íîãî óïðàâë³ííÿ åêîíîì³÷íèì ðîçâèòêîì òåðèòîð³é
ʪ Áàáåíêî
Áèçíåñ Èíôîðì, 334-340, 2020
12020
SWOT-àíàë³ç òåðèòî𳿠ÿê ïåðåäóìîâà ôîðìóâàííÿ ñòðàòåã³÷íîãî áà÷åííÿ ¿¿ åêîíîì³÷íîãî ðîçâèòêó
ʪ Áàáåíêî
Åêîíîì³êà òà äåðæàâà, 126-130, 2020
12020
ÌÅÒÎÄÈ×ÍÅ ÇÀÁÅÇÏÅ×ÅÍÍß ÎÖ²ÍÞÂÀÍÍß ÊÎÍÊÓÐÅÍÒÎÑÏÐÎÌÎÆÍÎÑÒ² ÒÅÐÈÒÎвÉ
ʪ Áàáåíêî
Â×ÅͲ ÇÀÏÈÑÊÈ, 5, 2019
12019
Ïðî ÷èñåëüíå ðîçâ’ÿçóâàííÿ çàäà÷³ Íåéìàíà äëÿ åë³ïòè÷íîãî ð³âíÿííÿ ç³ çì³ííèìè êîåô³ö³ºíòàìè ìåòîäîì ãðàíè÷íèõ ³íòåãðàëüíèõ ð³âíÿíü
C Babenko, R Chapko
³ñíèê Õàðê³âñüêîãî íàö³îíàëüíîãî óí³âåðñèòåòó ³ìåí³ Â. Í. Êàðàç³íà. Ñåð³ÿ …, 2012
1*2012
ÐÎÇÐÎÁÊÀ ² ÐÅÀ˲ÇÀÖ²ß ÅËÅÌÅÍҲ ÑÒÐÀÒÅò¯ ϲÄÏÐȪÌÑÒÂÀ  ÓÌÎÂÀÕ ÊÐÈÇÎÂί ÅÊÎÍÎ̲ÊÈ ÍÀ ÏÐÈÊËÀIJ ÀÒÇÒ «ÌÀØÈÍÎÁÓIJÂÍÈÉ ÇÀÂÎÄ «×ÅÐÂÎÍÈÉ ÆÎÂÒÅÍÜ»
ßÌ Êîáçåâà, ʪ Áàáåíêî
Âåñòí. Íàö. òåõí. óí-òà «ÕÏÈ»/Íàö. òåõí. óí-ò «Õàðüê. ïîëèòåõí. èí 2010 (62 …, 2010
12010
The mathematical modeling in the computer tomography with using direct Fourier method and spline-interlineation of the functions
KE Babenko, OM Lytvyn
Proc. Int. Conf. ACIT-Signal and Image Processing (ACIT-SIP 2005 …, 2005
12005
Âïðîâàäæåííÿ ñó÷àñíèõ ìåòîä³â óïðàâë³ííÿ ïåðñîíàëîì íà ï³äïðèºìñòâ³
ÀÀ ×èæåíîê
2021
Ðîëü ñòðàòåã³÷íîãî óïðàâë³ííÿ â óìîâàõ ñó÷àñíîãî ðîçâèòêó òåðèòîð³é
ʪ Áàáåíêî
Íàö³îíàëüíèé òåõí³÷íèé óí³âåðñèòåò" Õàðê³âñüêèé ïîë³òåõí³÷íèé ³íñòèòóò", 2020
2020
ÇÁÀËÀÍÑÎÂÀͲÑÒÜ ßÊ ÓÌÎÂÀ ÅÔÅÊÒÈÂÍÎÃÎ ÔÓÍÊÖ²ÎÍÓÂÀÍÍß ÍÀÖ²ÎÍÀËÜÍί ÅÊÎÍÎ̲ÊÈ
ʪ Áàáåíêî
Á³çíåñ, öèôðîâ³ ³ííîâàö³¿ òà ï³äïðèºìíèöòâî: àíàë³ç òåíäåíö³é òà, 22, 2020
2020
Ñòðàòåã³÷íå óïðàâë³ííÿ çáàëàíñîâàíèì åêîíîì³÷íèì ðîçâèòêîì òåðèòîð³é: òåîð³ÿ, ìåòîäîëîã³ÿ, ïðàêòèêà
ʪ Áàáåíêî
×åðí³ã³â, 2020
2020
ÎÑÎÁËÈÂÎÑÒ² ÏÎÁÓÄÎÂÈ ÏÐÈ×ÈÍÍÎ-ÍÀÑ˲ÄÊÎÂί ÌÎÄÅ˲ ÅÊÎÍÎ̲×ÍÎÃÎ ÐÎÇÂÈÒÊÓ ÐÅòÎͲ FEATURES OF BUILDING THE CAUSAL MODEL OF REGIONS ECONOMIC DEVELOPMENT
ʪ Áàáåíêî
ÑÈÑÒÅÌÍÎÃΠϲÄÕÎÄÓ Â ÅÊÎÍÎֲ̲, 77, 2019
2019
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