Çì³ñò. Ñîäåðæàíèå. Contents |
2009, 52, ¹ 3 |
1–6 |
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Gutik O. V., Reiter A. R.
Symmetric inverse topological semigroups of finite rank |
2009, 52, ¹ 3 |
7–14 |
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Ïîäëåâñüêèé Á. Ì. Ïðî îäèí
ï³äõ³ä äî çíàõîäæåííÿ ë³í³é ãàëóæåííÿ ³ òî÷îê á³ôóðêàö³¿ ðîçâ’ÿçê³â
íåë³í³éíèõ ³íòåãðàëüíèõ ð³âíÿíü, ÿäðà ÿêèõ àíàë³òè÷íî çàëåæàòü â³ä äâîõ
ñïåêòðàëüíèõ ïàðàìåòð³â |
2009, 52, ¹ 3 |
15–29 |
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Øàõíî Ñ. Ì. Çá³æí³ñòü íåòî÷íèõ ð³çíèöåâèõ ìåòîä³â ïðè óçàãàëüíåíèõ
óìîâàõ ˳ïøèöÿ |
2009, 52, ¹ 3 |
30–40 |
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Óâàðîâà Å. À. Ìåòîä -ôóíêöèé êàê óñèëèòåëüíûé áëîê äëÿ ìåòîäîâ Ðèòöà è
íàèìåíüøèõ êâàäðàòîâ |
2009, 52, ¹ 3 |
41–46 |
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Äìèòðèøèí Þ. Á. Äèíàì³÷íà êðàéîâà çàäà÷à áåç ïî÷àòêîâèõ óìîâ äëÿ ìàéæå
ë³í³éíèõ ïàðàáîë³÷íèõ ð³âíÿíü |
2009, 52, ¹ 3 |
47–58 |
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Áîìáà À. ß., Ôóðñà÷èê Î. À. Îáåðíåí³ ñèíãóëÿðíî çáóðåí³ çàäà÷³ òèïó êîíâåêö³ÿ-äèôóç³ÿ
ó ÷îòèðèêóòíèõ êðèâîë³í³éíèõ îáëàñòÿõ |
2009, 52, ¹ 3 |
59–66 |
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Ñóõîðîëüñüêèé Ì. À., Ëþáèöüêà Î. Ç. ϳäñóìîâóâàííÿ êðàòíèõ òðèãîíîìåòðè÷íèõ ðÿä³â
óçàãàëüíåíèìè ìåòîäàìè, ñôîðìóëüîâàíèìè ç âèêîðèñòàííÿì -ïîä³áíèõ ô³í³òíèõ ôóíêö³é |
2009, 52, ¹ 3 |
67–77 |
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Äèÿê ². ².,
Ïðîêîïèøèí ². ². Çá³æí³ñòü
ïàðàëåëüíî¿ ñõåìè Íåéìàíà ìåòîäó äåêîìïîçèö³¿ îáëàñò³ äëÿ çàäà÷ êîíòàêòó
áåç òåðòÿ äåê³ëüêîõ ïðóæíèõ ò³ë |
2009, 52, ¹ 3 |
78–89 |
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Ïðîêîïîâè÷ ².
Á. Ïðèíöèïè íåçàëåæíîñò³ â
ð³âíÿííÿõ ñòàíó äåôîðì³âíîãî ìàòåð³àëó |
2009, 52, ¹ 3 |
90–102 |
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Ãðèãîðåíêî
À. ß., Åôèìîâà Ò. Ë., Ñîêîëîâà Ë. Â. Îá îäíîì ïîäõîäå ê èññëåäîâàíèþ
ñâîáîäíûõ êîëåáàíèé öèëèíäðè÷åñêèõ îáîëî÷åê ïåðåìåííîé â êðóãîâîì
íàïðàâëåíèè òîëùèíû â óòî÷íåííîé ïîñòàíîâêå |
2009, 52, ¹ 3 |
103–115 |
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Êîçëîâ Â. ²., Êàðíàóõîâà Ò. Â., Ïåðåñóíüêî Ì. Â. ×èñåëüíå ìîäåëþâàííÿ àêòèâíîãî äåìïôóâàííÿ âèìóøåíèõ
òåðìîìåõàí³÷íèõ ðåçîíàíñíèõ êîëèâàíü â’ÿçêîïðóæíèõ îáîëîíîê
îáåðòàííÿ çà äîïîìîãîþ ï’ºçîåëåêòðè÷íèõ âêëþ÷åíü |
2009, 52, ¹ 3 |
116–126 |
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Êàçàðÿí Ê. Á., Êàçàðÿí Ð. À., Ìèêèëÿí M. A. Ìàãíèòîóïðóãèå
êîëåáàíèÿ ýëåêòðîïðîâîäíîãî óïðóãîãî ñëîÿ â ïðîäîëüíîì ìàãíèòíîì
ïîëå |
2009, 52, ¹ 3 |
127–132 |
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Êðàâ÷èøèí Î. Ç., ×åêóð³í Â. Ô. ²òåðàö³éíèé ìåòîä ðîçâ’ÿçóâàííÿ ïî÷àòêîâî-êðàéîâî¿
çàäà÷³ ïîøèðåííÿ ïðóæíîãî çáóðåííÿ ó íåîäíîð³äíî äåôîðìîâàíîìó ò³ë³ |
2009, 52, ¹ 3 |
133–139 |
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Ñåëåçîâ
È. Ò., Êóçíåöîâ Â. Í., ×åðíèêîâ Ä. Î. Ãåíåðàöèÿ
ïîâåðõíîñòíûõ ãðàâèòàöèîííûõ
âîëí äîííûì ïîâòîðÿþùèìñÿ âî âðåìåíè èìïóëüñîì |
2009, 52, ¹ 3 |
140–145 |
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Ìåëåøêî Â. Â., Íüþòîí Ï. Ê., Îñòðîâñüêèé Â. Â. Ñò³éê³ñòü êîíô³ãóðàö³é òî÷êîâèõ âèõîð³â íà ñôåð³ |
2009, 52, ¹ 3 |
146–159 |
|
Íèêîëàåâ À. Ã.,
Ùåðáàêîâà Þ. À. Àïïàðàò è ïðèëîæåíèÿ îáîáùåííîãî ìåòîäà Ôóðüå äëÿ òðàíñâåðñàëüíî-èçîòðîïíûõ òåë, îãðàíè÷åííûõ ïëîñêîñòüþ è ïàðàáîëîèäîì âðàùåíèÿ |
2009, 52, ¹ 3 |
160–169 |
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Âëàñþê À. Ï., Ìàðòèíþê Ï. Ì. ×èñåëüíå ðîçâ’ÿçóâàííÿ ïðîñòîðîâèõ çàäà÷ ô³ëüòðàö³éíî¿
êîíñîë³äàö³¿ ç óðàõóâàííÿì âïëèâó òåõíîãåííèõ ôàêòîð³â ìåòîäîì
ðàä³àëüíèõ áàçèñíèõ ôóíêö³é |
2009, 52, ¹ 3 |
170–181 |
|
Ìîðãóíîâ Ì.
Î., Îñòðèê Â. ²., Óë³òêî À. Ô. Êîíòàêò ç
â³äðèâîì ïðè çãèí³ ïðóæíî¿ ñìóãè æîðñòêèì äèñêîì |
2009, 52, ¹ 3 |
182–191 |
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Ãàðìàò³é Ã. Þ., Ïîïîâè÷ Â. Ñ. Òåðìîïðóæíèé ñòàí áåçìåæíîãî òåðìî÷óòëèâîãî ò³ëà
ç öèë³íäðè÷íîþ ïîðîæíèíîþ çà óìîâè êîíâåêòèâíîãî òåïëîîáì³íó |
2009, 52, ¹ 3 |
192–200 |
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Ñîëÿð Ò. ß. Âèçíà÷åííÿ íåñòàö³îíàðíèõ òåìïåðàòóðíèõ ïîë³â ³ íàïðóæåíü
ó êóñêîâî-îäíîð³äíèõ ê³ëüöåâèõ ïëàñòèíêàõ íà îñíîâ³ ÷èñåëüíî-àíàë³òè÷íî¿
ôîðìóëè îáåðíåííÿ ïåðåòâîðåííÿ Ëàïëàñà |
2009, 52, ¹ 3 |
201–208 |
|
×åðíÿê Ì. Ñ. Âçàºìîä³ÿ òð³ùèíè ç öèë³íäðè÷íèì âêëþ÷åííÿì ïðè íàãð³â³
òà ðîçòÿç³ ò³ëà |
2009, 52, ¹ 3 |
209–216 |
|
Ãðèùàê Â. Ç., Ïîãðåáèöüêà Ã. Ì. Ïîäâ³éíèé àñèìïòîòè÷íèé
ðîçêëàä ó ïðîáëåì³ ïðîìåíåâîãî òåïëîîáì³íó ê³ëüöåâèõ ðåáåð òðàïåöå¿äàëüíî¿
ôîðìè |
2009, 52, ¹ 3 |
217–223 |