Ìàòåìàòè÷í³ ìåòîäè òà ô³çèêî-ìåõàí³÷í³ ïîëÿ. – 2015. – 58, ¹ 2

 

 

Çì³ñò. Ñîäåðæàíèå. Contents

2015, 58, ¹ 2

òåêñò (00)

1–6

Kalenyuk P. I., Nytrebych Z. M., Kohut I. V., Kuduk G. Problem for nonho­mo­ge­ne­ous se­cond or­der evolu­tion equa­tion with ho­mo­ge­neous in­teg­ral con­di­tions

2015, 58, ¹ 2

àíîòàö³¿ (01a)

7–19

Gutik O. V., Ravsky O. V. Ñàâêà ². ß.Pseudocompactness, pro­ducts and to­po­lo­gi­cal Brandt -ex­ten­sions of se­mi­to­po­lo­gi­cal mo­no­ids

2015, 58, ¹ 2

àíîòàö³¿ (02a)

20–37

Ïèð÷ Í. Ì. Ñàâêà ². ß.Ïðî óçàãàëüíåí³ ðå­òðàê­òè òà ³çî­ìîðô­íó êëà­ñè­ô³­êà­ö³þ â³ëü­íèõ îá’ºê­ò³â. I

2015, 58, ¹ 2

àíîòàö³¿ (03a)

38–46

Ëàäçîðèøèí Í. Á. Ö³ëî÷èñëîâ³ ðîç­â’ÿç­êè ìàò­ðè÷­íèõ ë³­í³é­íèõ îä­íî­ñòî­ðîí­í³õ ³ ð³ç­íî­ñòî­ðîí­í³õ ð³â­íÿíü íàä êâàä­ðà­òè÷­íè­ìè ê³ëü­öÿ­ìè

2015, 58, ¹ 2

àíîòàö³¿ (04a)

47–54

Ïóêàëüñüêèé ². Ä. Êðàéîâà çàäà÷à äëÿ ïà­ðà­áî­ë³÷­íèõ ð³â­íÿíü ç ³ì­ïóëüñ­íè­ìè óìî­âà­ìè ³ âè­ðîä­æåí­íÿ­ìè

2015, 58, ¹ 2

àíîòàö³¿ (05a)

55–63

Ãðèãîðåíêî À. ß., Åôèìîâà Ò. Ë., Êîðîòêèõ Þ. À. Ñâî­áîä­íûå îñå­ñèì­ìåò­ðè÷­íûå êî­ëå­áà­íèÿ ïî­ëî­ãî öèëèíäðà êî­íå÷­íîé äëè­íû èç ôóíê­öèî­íàëü­íî-ãðà­äè­åíò­íî­ãî ìà­òå­ðè­à­ëà

2015, 58, ¹ 2

àíîòàö³¿ (06a)

64–75

Íåìèðîâñêèé Þ. Â., Ìèùåíêî À. Â., Òåðëåöêèé Ð. Ô. Äè­íà­ìè­÷åñ­êèé ðàñ­÷åò êîì­ïî­çèò­íûõ ñòåðæ­íåé ïðè òåð­ìî­ñè­ëî­âîì âîç­äåéñò­âèè

2015, 58, ¹ 2

àíîòàö³¿ (07a)

76–88

Ïîïîâè÷ Â. Ñ., Ðàêî÷à ². ². Áóãð³é Î. Ì., Ãëèíÿíñüêà Õ. Ï.Íàïðóæåíî-äå­ôîð­ìî­âà­íèé ñòàí êóñ­êî­âî-îä­íî­ð³ä­íî­ãî òåð­ìî­÷óò­ëè­âî­ãî öè­ë³íä­ðà çà òåï­ëî­â³ä­âå­äåí­íÿ êè­ï³í­íÿì ð³­äè­íè

2015, 58, ¹ 2

àíîòàö³¿ (08a)

89–97

Ïðîöþê Á. Â., Ãîðóí Î. Ï. Êâàç³ñòàòè÷íèé òåð­ìî­ïðóæ­íèé ñòàí òåð­ìî­÷óò­ëè­âî­ãî òðè­ñêëà­äî­âî­ãî øà­ðó çà êîí­âåê­òèâ­íî-ïðî­ìå­íå­âî­ãî òåï­ëî­îá­ì³­íó

2015, 58, ¹ 2

àíîòàö³¿ (09a)

98108

Àðòåìþê Â. Þ., Êàëèíÿê Á. Ì. ²íòåãðàëüíå ð³â­íÿí­íÿ äëÿ âè­çíà­÷åí­íÿ ðà­ä³­àëü­íèõ íà­ïðó­æåíü ó ðà­ä³­àëü­íî-íå­îä­íî­ð³ä­í³é òåð­ìî­÷óò­ëè­â³é ïî­ðîæ­íèñ­ò³é êó­ë³

2015, 58, ¹ 2

àíîòàö³¿ (10a)

109–117

Òóð÷èí ². Ì., Êîëîä³é Þ. Î. ²., Êàðíàóõîâà Ò. Â., Ïåðåñóíüêî Ì. Â.Ïëîñêà êâàç³­ñòà­òè÷­íà çà­äà­÷à òåð­ìî­ïðóæ­íîñ­ò³ äëÿ ï³â­ïðî­ñòî­ðó ç ïî­êðèò­òÿì çà çì³­øà­íèõ óìîâ íà­ãð³­âó

2015, 58, ¹ 2

àíîòàö³¿ (11a)

118–128

Ìàêñèìîâè÷ Î. Â., ²ëëþøèí Î. Â., Ñîëÿð Ò. ß. Ùåäðèê Â. Ï.Íà­ïðó­æåí­íÿ â àí­³çî­òðîï­í³é ï³â­ïëî­ùè­í³ ç âè­ð³­çà­ìè

2015, 58, ¹ 2

àíîòàö³¿ (12a)

129–139

ßñ³íñüêèé À. Â., ªðîõîâà Î. Â. Ìàòóñ Â. Â.Îïòè­ì³­çà­ö³ÿ íå­ñòà­ö³î­íàð­íèõ òåì­ïå­ðà­òóð­íèõ ïå­ðå­ì³­ùåíü ó çà­äà­íî­ìó ïå­ðå­ð³­ç³ ï³â­ïðî­ñòî­ðó, ùî ïå­ðå­áó­âຠó ñòà­í³ ïëîñ­êî¿ äå­ôîð­ìà­ö³¿

2015, 58, ¹ 2

àíîòàö³¿ (13a)

140–147

Øåâ÷óê Â. À. Ìàòóñ Â. Â.Òåïëîïðîâ³äí³ñòü ïëàñòè­íè ç òîí­êèì äâî­ñòî­ðîí­í³ì áà­ãà­òî­øà­ðî­âèì ïî­êðèò­òÿì çà óìîâ íå­ñòà­ö³î­íàð­íî­ãî íà­ãð³­âó

2015, 58, ¹ 2

àíîòàö³¿ (14a)

148–157