Çì³ñò.
Contents |
2023, 66, ¹
1-2 |
1–4 |
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Bondarenko V. M., Styopochkina M.
V. Classification of the posets of minmax types which are symmetric
oversupercritical posets of the eighth order..................................... |
2023, 66, ¹
1-2 |
5–15 |
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Øàâàðîâñüêèé Á. Ç. Ïðî
òðèêóòíó ôîðìó ïîë³íîì³àëüíî¿ ìàòðèö³ ïðîñòî¿ ñòðóêòóðè òà ¿¿ ³íâàð³àíòè
â³äíîñíî íàï³âñêàëÿðíî¿ åêâ³âàëåíòíîñò³....................................... |
2023, 66, ¹
1-2 |
16–22 |
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Ïðîê³ï Â. Ì., Ìåëüíèê Î. Ì., Êîëÿäà Ð. Â. Ïðî ïîä³ëüí³ñòü ³ç îñòà÷åþ ìíîãî÷ëåííèõ
ìàòðèöü íàä äîâ³ëüíèì ïîëåì..... |
2023, 66, ¹
1-2 |
23–39 |
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Ôåäîð÷óê Â. Ì., Ôåäîð÷óê Â. ². Ïðî ÷àñòêîâó ïîïåðåäíþ ãðóïîâó
êëàñèô³êàö³þ ïåâíîãî êëàñó (1+3)-âèì³ðíèõ ð³âíÿíü Ìîíæà – Àìïåðà. ². Îäíîâèì³ðí³ àëãåáðè ˳..................... |
2023, 66, ¹
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40–47 |
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Áóãð³é Î. Ì., Áóãð³é Í. Â., Õîëÿâêà Î. Ò. óïåðáîë³÷í³ ñèñòåìè Ñòîêñà
òðåòüîãî ïîðÿäêó ç³ çì³ííèì ïîêàçíèêîì íåë³í³é |
2023, 66, ¹
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48–62 |
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Ïóêàëüñüêèé ². Ä., ßøàí Á. Î. Çàäà÷à ç ³ìïóëüñíèì âïëèâîì äëÿ -ïàðàáîë³÷íîãî ð³âíÿííÿ ç âèðîäæåííÿì.............. |
2023, 66, ¹
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63–72 |
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×åðíóõà Î. Þ., ×ó÷âàðà À. ª.
Ìîäåëþâàííÿ ïðîöåñ³â äèôó糿 ó äâîôàçí³é ñìóç³ ç âèïàäêîâî ðîçì³ùåíèìè
êóëüîâèìè âêëþ÷åííÿìè, çîñåðåäæåíèìè á³ëÿ ãðàíèöü ò³ëà. ²². ʳëüê³ñíèé
àíàë³ç............................................... |
2023, 66, ¹
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73–84 |
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Ëîâåéê³í À. Â. Ïëîñêå ïîòåíö³àëüíå ïîëå çîâí³
ñèìåòðè÷íîãî ïðÿìîêóòíîãî õðåñòà.................................. |
2023, 66, ¹ 1-2 |
85–97 |
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Ñóëèì Ã. Ò., Ïàñòåðíàê ß. Ì.,
Âàñèëèøèí À. Â. Òåðìîìàãí³òîåëåêòðîïðóæí³ñòü ñê³í÷åííèõ
á³ìàòåð³àëüíèõ ò³ë çà íàÿâíîñò³ ñïîëó÷íîãî ïðîøàðêó âèñîêî¿
òåïëîïðîâ³äíîñò³ òà âíóòð³øí³õ òîíêèõ íåîäíîð³äíîñòåé............................ |
2023, 66, ¹
1-2 |
98–117 |
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Ãàðò Å. Ë., Òåðüîõ³í Á. ². Ñê³í÷åííîåëåìåíòíèé
àíàë³ç êîíöåíòðàö³¿ íàïðóæåíü ó òîíêèõ ïëàñòèíàõ ³ öèë³íäðè÷íèõ îáîëîíêàõ
ç êðóãîâèì îòâîðîì, îòî÷åíèì âêëþ÷åííÿì ³ç ôóíêö³îíàëüíî-´ðà䳺íòíîãî
ìàòåð³àëó........................ |
2023, 66, ¹
1-2 |
118–128 |
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Ñîëÿð Î. ². Îñåñèìåòðè÷íà êîíòàêòíà çàäà÷à çà
âðàõóâàííÿ ñèëè òåðòÿ òà çíîøóâàííÿ.................................. |
2023, 66, ¹
1-2 |
129–140 |
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Îñòðèê Â. ². ³äðèâ
ïðóæíî¿ âàãîìî¿ ñìóãè â³ä æîðñòêî¿ îñíîâè ï³ä 䳺þ íîðìàëüíî¿ çîñåðåäæåíî¿
ñèëè................. |
2023, 66, ¹
1-2 |
141–157 |
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Orynyak I. V.,
Kulyk
K. A., Mazuryk R. V. 3D analysis of the geometrically nonlinear
deformation of beams by the method of basic helical elements.................................... |
2023, 66, ¹
1-2 |
158–169 |
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Çâ³çëî ². Ñ., Ñòàíêåâè÷ Í. Â. Òð³ùèíà
ñêðóòó â á³ìàòåð³àë³ ç ð³çíîòèïíèìè êðàéîâèìè óìîâàìè êîíòàêòó íà
³íòåðôåéñ³.... |
2023, 66, ¹
1-2 |
170–177 |
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Ïîïîâ Â. Ã., Êèðèëîâà Î. ². ²òåðàö³éíèé ìåòîä âèçíà÷åííÿ íàïðóæåíîãî ñòàíó ïðè 䳿
õâèëÿìè íà ñèñòåìó òð³ùèí.......... |
2023, 66, ¹
1-2 |
178–187 |
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Zhuravlova
Z. Yu. Mechanical response
of a semi-infinite
poroelastic cuboid
to an external load............................ |
2023, 66, ¹
1-2 |
188–205 |
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Drebotiy
R. H., Shynkarenko H. A. Heuristic choice of the regularization
parameter for optimal stabilization of the finite element approximations......................................... |
2023, 66, ¹
1-2 |
206–221 |
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Áîãäàíîâ Â. Ë., Ãðèãîðåíêî Î. ß., Ìàëàí÷óê Â. Î., Ñîðî÷åíêî Â. Ã.,
Òîðìàõîâ Ì. Ì., Ãîëóáºâà ². Ì., Îñòàïêî Î. ². Ïîð³âíÿëüíèé àíàë³ç ïëîù³ çîâí³øíüî¿
ïîâåðõí³ äåíòàëüíèõ ³ìïëàíòàò³â................................................ |
2023, 66, ¹
1-2 |
222–229 |
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Áàðàíîâñüêèé
Ñ. Â., Áîìáà À. ß. ²äåíòèô³êàö³ÿ ïàðàìåòð³â ìîäåë³
³íôåêö³éíîãî çàõâîðþâàííÿ ç óðàõóâàííÿì ñîðáö³éíî¿ òåðàﳿ â óìîâàõ
äèôóç³éíèõ çáóðåíü...................... |
2023, 66, ¹
1-2 |
230–241 |
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Ìàêñèìóê Î. Â., Âàñèëüê³â ². Ì.,
Ñà÷óê Þ. Â.
Êîíòàêòíà âçàºìîä³ÿ ïåð³îäè÷íîãî øòàìïà äîâ³ëüíî¿ ôîðìè ç ïðóæíîþ îñíîâîþ
³ç äâîìà êîåô³ö³ºíòàìè ïîñòåë³..................... |
2023, 66, ¹
1-2 |
242–248 |
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Ðåâåíêî Â. Ï. Ðîçâ’ÿçóâàííÿ îñåñèìåòðè÷íèõ çàäà÷ òåðìîïðóæíîñò³ ç âèêîðèñòàííÿì
ïîâíèõ ñèñòåì íåîðòîãîíàëüíèõ ôóíêö³é.............................................. |
2023, 66, ¹
1-2 |
249–258 |
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Trofymchuk O. M., Kaliukh Iu. |
2023, 66, ¹
1-2 |
259–274 |