Ç̲ÑÒ
².Ì. Ïàñòóõ, Î.Ñ. Çäèáåëü ÏÐÀÊÒÈ×ÍÀ ÀÏÐÎÁÀÖ²ß ÏÎËÎÆÅÍÜ ÒÅÎв¯ ÀÇÎÒÓÂÀÍÍß Â Ò˲Þ×ÎÌÓ ÐÎÇÐßIJ ...............................
|
7 |
Þ.Â. Êëàïöîâ, ².Â. Ïåòêî, ².Â. Ïàíàñþê ÄÎÑ˲ÄÆÅÍÍß ÂÏËÈÂÓ ÊÎÍÑÒÐÓÊÒÈÂÍÈÕ ÏÀÐÀÌÅÒв ÓÑÒÀÒÊÓÂÀÍÍß ÍÀ ÏÐÎÄÓÊÒÈÂͲÑÒÜ Ã²ÄÐÎÀÁÐÀÇÈÂÍÎÃÎ ÐÎÇвÇÀÍÍß ...............................................................................................................................
|
25 |
Ì.Ñ. ÑÒÅ×ÈØÈÍ, À.². ÁÅÐÅÃÎÂÈÉ ÂÏËÈ ÒÅÐÌÎÖÈÊ˲×Íί ÎÁÐÎÁÊÈ ÍÀ ÑÒÐÓÊÒÓÐÓ ² Ô²ÇÈÊÎ-ղ̲×Ͳ ÂËÀÑÒÈÂÎÑÒ² ÊÎÍÑÒÐÓÊÖ²ÉÍÈÕ ÑÒÀËÅÉ ..........................................................................................................................................
|
28 |
².Þ. ÊÈÐÈÖß ÏÐÎÖÅÑ ÔÎÐÌÓÂÀÍÍß ÂÍÓÒвØÍ²Õ Ø˲ÖÜÎÂÈÕ ÏÎÂÅÐÕÎÍÜ Ó ÃËÓÕÈÕ ÎÒÂÎÐÀÕ ÌÅÒÎÄÎÌ ÕÎËÎÄÍÎÃÎ ÏËÀÑÒÈ×ÍÎÃÎ ÄÅÔÎÐÌÓÂÀÍÍß ....................................................................................................
|
34 |
Ë.Ã. Êîçëîâ, Ä.Î.ËÎDzÍÑÜÊÈÉ, Ñ.Ç. ßÁËÎÍÑÜÊÀ ÂÏËÈ ÏÀÐÀÌÅÒв ÎÑÍÎÂÍÎÃÎ ÇÎËÎÒÍÈÊÀ ÍÀ ÊÎÍÑÒÐÓÊÖ²Þ ÂÓÇËÀ ÀÂÒÎÏÎÂÅÐÍÅÍÍß Ã²ÄÐÎÐÎÇÏÎIJËÜÍÈÊÀ Ç ÅËÅÊÒÐÎòÄÐÀÂ˲×ÍÈÌ ÐÅÃÓËÞÂÀÍÍßÌ ...........................................................
|
38 |
Â.Î. ÇÀÍÎÐÀ ÇÀÃÀËÜͲ ÏÎÍßÒÒß ÏÐÎ ÄÅÒÀ˲ Ç ÅËÅÌÅÍÒÀÌÈ ÏÎÍÈÆÅÍί ÆÎÐÑÒÊÎÑÒ² .........................................
|
42 |
A.I. ÌÀÐ×ÅÍÊÎ, ª.Î. ÊÎÐÎÁ×ÅÍÊÎ ÂÏËÈ ÊÎͲ×ÍÎÃÎ ÔÐÈÊÖ²ÉÍÎÃÎ ÂÀвÀÒÎÐÀ ÒÎÂÀÐÎÏÐÈÉÎÌÍÎÃÎ ÌÅÕÀͲÇÌÓ ÊÐÓÃËÎÂßÇÀËÜÍÈÕ ÌÀØÈÍ ÍÀ ØÂÈÄʲÑÒÜ ÍÀÊÀÒÓÂÀÍÍß ÏÎËÎÒÍÀ .................................................
|
45 |
Ð.Ì. Òв٠ÎÖ²ÍÊÀ ÒÅÕÍÎËÎò×ÍÈÕ ÑÈÑÒÅÌ ÏÎ ÏÀÐÀÌÅÒÐÓ ßÊÎÑÒ² ..........................................................................
|
51 |
Å.À. ÌÀÍÇÞÊ, Ñ.Ï. ˲ÑÅÂÈ×, Ï.Ã. ÊÀÏÓÑÒÅÍÑÜÊÈÉ ÐÎÇÐÎÁÊÀ ²ÍÆÅÍÅÐÍÈÕ ÑÏÎÑÎÁ²Â ÏÐÎÅÊÒÓÂÀÍÍß ÌÅÕÀͲÇ̲ ÃÎËÊÎÂÈÕ ÇÀÏÎÁ²ÆÍÈʲ ......
|
54 |
Â.Ï. Ñâ³äåðñüêèé, Ë.Ì. Êèðè÷åíêî, Î.Î. Äóêà ϳäâèùåííÿ çíîñîñò³éêîñò³ âòóëîê êðîíøòåéíà ìàÿòíèêîâîãî âàæåëÿ ðóëüîâîãî êåðóâàííÿ àâòîìîá³ëÿ ÂÀÇ-21011 .........................................................................................................................
|
58 |
Â.Í. ÏÀÄÅÐÈÍ, À.Â. ÄÓÄÊÎ, È.ß. ÀÁÄÓËÊÅÐÈÌΠΠÂËÈßÍÈÈ ÎÁÐÀÁÎÒÊÈ ÒÎ×ÍÛÕ ÎÒÂÅÐÑÒÈÉ ÌÅÒÎÄÎÌ ÕÎËÎÄÍÎÃÎ ÏËÀÑÒÈ×ÅÑÊÎÃÎ ÄÅÔÎÐÌÈÐÎÂÀÍÈß ÍÀ ÏÎÂÛØÅÍÈÅ ÃÅÐÌÅÒÈ×ÍÎÑÒÈ ËÈÒÛÕ ÏÎÄ ÄÀÂËÅÍÈÅÌ ÄÅÒÀËÅÉ ÏÍÅÂÌÎÀÏÏÀÐÀÒÓÐÛ ...................................................................................................................................................
|
61 |
Â.Î. ÀËÅÕÍÎÂÈ× îïòèìàëüíå óïðàâë³ííÿ òåõíîëîã³÷íèìÈ ïðîöåñÀìÈ ç çàï³çíþâàííÿì êîíòðîëþ âèðîá³â ................................................................................................................................................................................
|
63 |
Á.Ô. ϲÏÀ, â.â. ÷ÀÁÀÍ ÁÅÇØÏÎÍÊβ Ç’ªÄÍÀÍÍß ÄÅÒÀËÅÉ ÌÅÕÀͲÇ̲ ’ßÇÀËÜÍÈÕ ÌÀØÈÍ ................................................
|
66 |
À.Ì. ÊÎѲÞÊ Îö³íêà ðåçóëüòàò³â äîñë³äæåííÿ âïëèâó òåõíîëîã³÷íîãî ìàñòèëà íà ñèëó òåðòÿ ïðè âîëî÷³íí³ ñòàëåâîãî äðîòó ...................................................................................................................................
|
72 |
Î.Â. ÄÈÕÀ, Î.Ã. ÏÐÈÉÌÀÊΠÑÒ²ÉʲÑÒÜ ÃÐÀÍÈ×ÍÈÕ ÌÀÑÒÈËÜÍÈÕ Ï˲ÂÎÊ ...................................................................................................
|
75 |
À.À. Íåñòåð, Î.Â. Ðîìàí³øèíà Äîñë³äæåííÿ ïðîöåñó ì³äí³ííÿ â óñòàíîâêàõ ðåãåíåðàö³¿ ..............................................................
|
79 |
Ì.ª. ÑÊÈÁÀ, Þ.Á. ÌÈÕÀÉËÎÂÑÜÊÈÉ, Å.Î. ÇÎËÎÒÅÍÊÎ ÏÐÎÅÊÒÓÂÀÍÍß ÌÎËÎÒÊÎÂÎÃÎ ÏÎÄвÁÍÞÂÀ×À ÄËß ÏÅÐÅÐÎÁÊÈ ÒÅÊÑÒÈËÜÍÈÕ Â²ÄÕÎIJ .........
|
83 |
Î.Â. ×ÅÏÅËÞÊ ÑÒÐÓÊÒÓÐÀ ÏÐßƲ ÒÀ ÎϲРÇ̲ÙÅÍÍÞ ÓÒÎ×ÈÍÈ ÍÀ ÒÊÀÖÜÊÎÌÓ ÂÅÐÑÒÀÒ² .....................................
|
90 |
Î.Ï. ÊÈÇÈÌ×ÓÊ, Î.². ÏÀѲ×ÍÀ ÐÎÇÐÈÂͲ ÕÀÐÀÊÒÅÐÈÑÒÈÊÈ ÊÎÍÎÏËÅ̲ÑÒÊί ÏÐßƲ ..................................................................................
|
94 |
Å.ª. ÊÀÑÜßÍ, À.Â. Ñ̲ËÀ Ëàêóâàííÿ øê³ð çàáàðâëåíèìè ïîë³óðåòàíàìè .....................................................................................
|
98 |
Á.À. ÁÀÐÀÍ, Ì.Î. ÊÎÍÄÐÀÒÞÊ, Ã.À. ÏÎÊÐÈØÊÎ, Â.Ì. ÕÐßÙÅÂÑÜÊÈÉ ÏÀÌ’ßÒÜ ÂÎÄÈ ßÊ ÐÅÇÓËÜÒÀÒ Ä²¯ Ô²ÇÈ×ÍÈÕ ÔÀÊÒÎв ..................................................................................
|
104 |
Ë.Â. ÄÅÍÈÑÞÊ, Â.Ï. ÊÎÍÎÂÀË, ².². ÏÎËÎÂͲÊΠÐÎÇÐÎÁÊÀ ÏÐÎÃÐÀÌÈ ÀÂÒÎÌÀÒÈÇÎÂÀÍÎÃÎ
ÏÐÎÅÊÒÓÂÀÍÍß ÂÍÓÒвØÍÜί ÔÎÐÌÈ ÑÏÅÖ²ÀËÜÍÎÃÎ ÂÇÓÒÒß ÄËß Ê²ÍÍÎÃÎ ÂÈÄÓ ÑÏÎÐÒÓ.
|
107 |
Í.Â. ÊÓÄÐßÂÖÅÂÀ, Î.À. IJÒÊÎÂÑÜÊÀ ÌÅÒÎÄÈÊÀ ÂÈÇÍÀ×ÅÍÍß Ð²ÇÍÎÌÀͲÒÒß ÂÀвÀÍҲ ҲËÎÁÓÄÎÂÈ ËÞÄÈÍÈ ÑÒÎÑÎÂÍÎ ÏÐÎÅÊÒÓÂÀÍÍß ÎÄßÃÓ ..................................................................................................................................................
|
110 |
Ñ.À. Ðóñàíîâ, Ê.Â. Ëóíÿêà, Ï.Â. Ñìàã³í ÄÎÑ˲ÄÆÅÍÍß ÏÐÎÖÅÑÓ Â²ÁÐÎÊÈϲÍÍß ÄÈÑÏÅÐÑÍÈÕ ÑÅÐÅÄÎÂÈÙ ..........................................................
|
115 |
Î.Ð. ÌÎÊÐÎÓÑÎÂÀ Âèêîðèñòàííÿ ìîäèô³êîâàíîãî êàðáîíàòó êàëüö³þ â òåõíîëî㳿 â³äá³ëþâàííÿ õðîìîâîãî íàï³âôàáðèêàòó ................................................................................................................................
|
122 |
Â.Ñ. Ãîðîá÷èøèíà, Î.Â. Ìàêàðîâà íàïðÿìêè ñêîðî÷åííÿ òðóäîì³ñòêîñò³ âèãîòîâëåííÿ îäÿãó íà îñíîâ³ âèêîðèñòàííÿ ñó÷àñíèõ òåõíîëîã³é .............................................................................................................
|
127 |
Ñ.Â. Êàðìàíîâ, Ì.². Âàëüêî Ìîäåëþâàííÿ ïðîöåñó î÷èùåííÿ øàðó ñèðöþ ëóáó ç âèêîðèñòàííÿì ïíåâìàòè÷íèõ ä³é ......................................................................................................................................................
|
130 |
Í.Ð. Ñìåðå÷èíñüêà, Ë.Ï. Ãðèöåíêî, Ã.Â. ̳ùåíêî Ðåñóðñîçáåð²ÃÀþ÷³ òåõíîëî㳿 âèäàëåííÿ çàáðóäíåíü .........................................................................
|
132 |
Î.Ã. ËÞÁ²Í ÍÀÏÐÓÆÅÍΖÄÅÔÎÐÌÎÂÀÍÈÉ ÑÒÀÍ Ó Ç’ªÄÍÀÍͲ “ÖÈ˲ÍÄЖʲËÜÖÅÂÈÉ ØÀД Ç ÂÐÀÕÓÂÀÍÍßÌ ÒÅÌÏÅÐÀÒÓÐÍÎÃÎ ×ÈÍÍÈÊÀ ....................................................................................................
|
136 |
Ñ.Â. Ìàòíÿê ÎÁ¥ÐÓÍÒÓÂÀÍÍß ÐÎÇÊËÀÄÓ ÄÅßÊÈÕ ÔÓÍÊÖ²É Ë²ÍÅÀÐÈÇÎÂÀÍί ÒÅÎв¯ ÏÐÓÆÍÎÑÒ²  ²ÍÒÅÃÐÀËÈ ÁÅÑÑÅËß ........................................................................................................................................................
|
139 |
O.V. Borovyk, L.V. Borovyk, V.V. Romanuke Method of solving a class of the linear heterogeneous differential equations of the second order with varying coefficients and the piecewise linear function in the second member ...............................................................................................................................................................
|
142 |
Ê.Ë. Ãîðÿùåíêî îáåðòàííÿ ÷àñîâèõ ñêëàäîâèõ ñóìàðíîãî ñèãíàëó â ôàçîâ³é äàëüíîìåò𳿠....................
|
144 |
Â.Ï. ÐÎÇÅÍ, Î.Ì. ÇÀËÓÍÈÍÀ ÔÎÐÌÈÐÎÂÀÍÈÅ ÈÍÄÈÊÀÒÈÂÍÛÕ ÁËÎÊΠÄËß ÎÖÅÍÊÈ ÑÎÑÒÎßÍÈß ÝÍÅÐÃÅÒÈ×ÅÑÊÎÃÎ ÊÎÌÏËÅÊÑÀ ÐÅÃÈÎÍÀ ....................................................................................................................................................
|
147 |
Þ.Ì. Âîëîâèê, À.Þ. ÂÎËÎÂÈÊ ÎÖ²ÍÞÂÀÍÍß ÕÀÐÀÊÒÅÐÈÑÒÈÊ ÔÓÍÊÖ²ÎÍÀËÜÍί ÍÀIJÉÍÎÑÒ² ÔÀÇÎÂÎÃÎ ÊÀÍÀËÓ ÑÈÍÕÐÎͲÇÀÖ²¯ Ó ÑÈÑÒÅ̲ ÏÎÑÀÄÊÈ ÑÀÍÒÈÌÅÒÐÎÂÎÃΠIJÀÏÀÇÎÍÓ ...................................................
|
151 |
Â.Ì. êÈ×ÀÊ, Ì.À. Øóòèëî, À.Þ. ÂÎËÎÂÈÊ Àíàë³ç òî÷íîñò³ îö³íþâàííÿ êóòîâèõ êîîðäèíàò ïîâ³òðÿíîãî ñóäíà ïðè âèïàäêîâèõ ñïîòâîðåííÿõ ìàòðè÷íîãî êîåô³ö³ºíòà ïåðåäà÷³ ô³ëüòðà çãëàäæóâàííÿ ...................................................................................................................................................................................................
|
154 |
Â.². Ìàíæóëà ÑÈÍÒÅÇ ÃÅÍÅÒÈ×ÍÎÃÎ ÀËÃÎÐÈÒÌÓ ÄËß ÇÀÄÀ× ÑÒÐÓÊÒÓÐÍί ²ÄÅÍÒÈÔ²ÊÀÖ²¯ ²ÍÒÅÐÂÀËÜÍÈÕ ÌÎÄÅËÅÉ ÑÒÀÒÈ×ÍÈÕ ÑÈÑÒÅÌ .................................................................................................................................
|
160 |
Î.À. Ãàâðèø, Ñ.Â. Ðîìàíîâ ²ÍÔÎÐÌÀÖ²ÉÍÀ ϲÄÒÐÈÌÊÀ ÓÏÐÀÂ˲ÍÍß ßʲÑÒÞ ÏÐÎÄÓÊÖ²¯ ÌÀØÈÍÎÁÓÄÓÂÀÍÍß ÍÀ ÅÒÀÏÀÕ ¯¯ ÆÈÒÒªÂÎÃÎ ÖÈÊËÓ ...................................................................................................................................
|
165 |
Ñ.Ï. ÂÈÑËÎÓÕ, Î.Â. ÊÀÒÐÓÊ ÌÎÄÅËÞÂÀÍÍß ÒÅÕÍÎËÎò×ÍÈÕ ÏÀÐÀÌÅÒв ÍÅײÒÊÈÌ ÌÅÒÎÄÎÌ ÃÐÓÏÎÂÎÃÎ ÂÐÀÕÓÂÀÍÍß ÀÐÃÓÌÅÍҲ ..........................................................................................................................................
|
169 |
Ì.². ËÈÑÈÉ, À.Â. ÊÀÒÊÎÂÑÜÊÈÉ Òðåíàæåðíî-àäàïòèâíà òåõíîëîã³ÿ ôîðìóâàííÿ ïðàêòè÷íèõ íàâè÷îê ðîáîòè ç òåõí³÷íèìè çàñîáàìè ñïîñòåðåæåííÿ .........................................................................................................
|
173 |
Â.Â. ÇÀËʲÍÄ ÂÈÊÎÐÈÑÒÀÍÍß ÌÅÒÎÄÓ ÖÈÔÐÎÂί ÔÎÒÎÃÐÀÔ²¯ ÏÐÈ ÀÍÒÐÎÏÎÌÅÒÐÈ×ÍÎÌÓ ÎÁÑÒÅÆÅÍͲ ÍÀÑÅËÅÍÍß .........................................................................................................................................................................
|
176 |
Ã.Í. ÑÅÌÅÍÖÎÂ, Í.Â. ÑÀÁÀÒ ÂÈÇÍÀ×ÅÍÍß ÁÓÐÈÌÎÑÒ² òÐÑÜÊÈÕ ÏÎÐ²Ä ØËßÕÎÌ ÂÈ̲ÐÞÂÀÍÍß ÏÀÐÀÌÅÒв ² ÏÎÊÀÇÍÈʲ ÏÐÎÖÅÑÓ ÁÓвÍÍß ................................................................................................................................
|
181 |
Ì.Ì. ×åïóðíèé, Ê.Â. ͳê³ôîðîâà çàñòîñóâàííÿ äåòàíäåð-ãåíåðàòîðíèõ àãðåãàò³â äëÿ âèðîáíèöòâà åëåêòðîåíåð㳿 â êîòåëüíÿõ .........................................................................................................................................................................
|
186 |
Ì.Ì. ×åïóðíèé, C.É. Òêà÷åíêî, Ê.Â. ͳê³ôîðîâà Ãàçîòóðá³ííà íàäáóäîâà åíåðãîáëîêÀ Ê-300-240 ........................................................................................
|
189 |
Î.Â. ̲ÙÅÍÊÎ, À.Ë. ÑËÀ²ÍÑÜÊÀ ÎÁ¥ÐÓÍÒÓÂÀÍÍß ×ËÅÍÓÂÀÍÜ ÏÎÂÅÐÕͲ ÌÀÍÅÊÅÍÀ ÇÀ ÏÀÐÀÌÅÒÐÀÌÈ ÐÎÇÒÀØÓÂÀÍÍß ÂÈÕ²ÄÍÈÕ ÎÑÅÉ ÐÎÇÃÎÐÒÀÍÍß ..................................................................................................................................
|
193 |
Î.À. ÏÀÑÒÓÕ ÏÎÂÍÈÉ Á²ÓÍÀÐÍÈÉ ÓÍÎ¯Ä ÊÂÀÍÒÎÂÈÕ ÍÅײÒÊÈÕ ÁÓËÅÂÈÕ Ï²ÄÌÍÎÆÈÍ ÍÀ ÏÐÎÑÒÎв ...................................................................................................................................................................................................
|
196 |
Â.Ï. Êóøí³ð ÎÁÌÅÆÅͲÑÒÜ ÐÎÇÂ’ßÇʲ çà ÁÓÄÜ-ßÊÈÕ ÇÀϲÇÍÅÍü ˲ͲÉÍÈÕ ÏÀÐÀÁÎ˲×ÍÈÕ ÄÈÔÅÐÅÍÖ²ÀËÜÍÈÕ Ð²ÂÍßÍÜ ²Ç ÇÀϲÇÍÅÍÍßÌÈ ..................................................................................................
|
199 |
Â.Á. Êðèæàí³âñüêèé ÎÁÅÐÍÅÍÀ ÇÀÄÀ×À ÒÅÏËÎÏÐβÄÍÎÑÒ² Â
ÏÐÎÁËÅ̲ ÔÎÐÌÓÂÀÍÍß ÏÎÂÅÐÕÍÅÂÎÃÎ
|
203 |
À.Í. Õîì÷åíêî, Í.À. Êîçóá ÎÁÐÀÒÍÛÅ ÇÀÄÀ×È ÑÅÐÅÍÄÈÏÎÂÛÕ ÀÏÏÐÎÊÑÈÌÀÖÈÉ ÂÛÑØÈÕ ÏÎÐßÄÊΠ......................................
|
208 |
Â.Â. Áîæèäàðí³ê, Î.Â. Ìàêñèìîâè÷ Îáåðíåíà çàäà÷à ïðî çíàõîäæåííÿ ôîðìè îòâîð³â ç ì³í³ìàëüíîþ êîíöåíòðàö³ºþ íàïðóæåíü Ó Àͳçîòðîïí³é ï³âíåñê³í÷åíí³é ïëàñòèíö³ .....................................................................
|
210 |
Ì.Â. Äîðîøåíêî, Ë.Â. Áåðåãóëÿê, Ë.Â. Ëàçóð÷àê ×èñåëüíå ðîçâ’ÿçóâàííÿ îáåðíåíî¿ çàäà÷³ òåî𳿠ïîòåíö³àëó ïðè â³äîì³é ãåîìåò𳿠ãðàíè÷íèõ ïîâåðõîíü ...............................................................................................................................................
|
215 |
À.Â. Êàë³í³÷åíêî, Þ.Â. Øìèãîëü, Î.Ï. Êîï³øèíñüêà, Â.Ì. Ñàêàëî îñîáëèâîñò³ ïîñòàíîâêè òà ðîçâ’ÿçàííÿ
Ñïðÿæåíèõ çàäà÷ ë³í³éíîãî ïðîãðàìóâàííÿ
|
218 |
Ì.À. Öåéòëèí, Â.Ô. Ðàéêî, Ï.Õ. Ýñòåôàíå, Ë.Ì. Öåéòëèí Ìàòåìàòè÷åñêàÿ ìîäåëü òåïëî-ìàññîîáìåííîãî àïïàðàòà è åå èñïîëüçîâàíèå äëÿ ðåøåíèÿ îáðàòíîé çàäà÷è – íàõîæäåíèÿ êèíåòè÷åñêèõ õàðàêòåðèñòèê ïåðåíîñà ìàññû è òåïëîòû .........................................................................................................................................................
|
223 |
V.V. ROMANUKE The principle of optimality problem in the elementary matrix game with the finite number of plays ............................................................................................................................................................ ...................................................................................................................................................................................................
|
226 |
Í.². ÄÎÌÀÍÖÅÂÈ×, Î.². ÀÊѲÌÅÍÒܪÂÀ ÎÖ²ÍÞÂÀÍÍß ßÊÎÑÒ² ²ÍòÁ²ÒÎÐÎ̲ÑÒÊÈÕ ÊÎÍÑÅÐÂÀÖ²ÉÍÎ-ÏÀÊÓÂÀËÜÍÈÕ ÌÀÒÅвÀ˲ ÄËß ÇÀÕÈÑÒÓ ÂÈÐÎÁ²Â ²Ç ÌÅÒÀ˲ ....................................................................................................................................
|
230 |
Þ.². ØÀËÀÏÊÎ ÌÎÄÅËÞÂÀÍÍß ÒÀ ÎÑÎÁËÈÂÎÑÒ² ÒÅÐÒß ÏÐÈ ÏÅÐÅÕÎIJ Â²Ä Ç×ÅÏËÅÍÍß ÄÎ ÏÐÎÊÎÂÇÓÂÀÍÍß (ÎÃËßÄ) ..................................................................................................................................................................................
|
234 |
À.À. Ïëþù, Î.À. Ãîëîâàíîâ, À.Ì. Äàíèëîâ, È.À. Ãàðüêèíà ÎÁÎÁÙÅÍÍÀß ÌÀÒÅÌÀÒÈ×ÅÑÊÀß ÌÎÄÅËÜ ÓÏÐÀÂËÅÍÈß ÁÅÇÎÏÀÑÍÎÑÒÜÞ ÀÐÑÅÍÀËÎÂ È ÁÀÇ ÕÐÀÍÅÍÈß ÁÎÅÏÐÈÏÀÑΠ............................................................................................................................................
|
241 |