³ää³ë òåî𳿠ôóíêö³é
²ñòîð³ÿ â³ää³ëó

³ää³ë áóëî çàñíîâàíî â 1963 ðîö³. Ïåðøèì éîãî êåð³âíèêîì ñòàâ ÷ëåí-êîðåñïîíäåíò ÍÀÍ Óêðà¿íè Â.Ê.ÄÇßÄÈÊ. Ç 1990 ðîêó ïî 2007 ð³ê â³ää³ëîì çàâ³äóâàâ ÷ëåí-êîðåñïîíäåíò ÍÀÍ Óêðà¿íè Î.².ÑÒÅÏÀÍÅÖÜ. Ç 2007 ðîêó â³ää³ë î÷îëþº äîêòîð ô³çèêî-ìàòåìàòè÷íèõ íàóê, ïðîôåñîð Àíàòîë³é Ñåðã³éîâè÷ ÐÎÌÀÍÞÊ.

Äîêòîðè íàóê, ùî ïðàöþâàëè òà ïðàöþþòü ó â³ää³ë³

×ëåí-êîðåñïîíäåíò ÍÀÍ Óêðà¿íè Âëàäèñëàâ Êèðèëîâè÷ ÄÇßÄÈÊ
(1919-1998)

Âëàäèñëàâ Êèðèëîâè÷ ÄÇßÄÈÊ
Çàñëóæåíèé ä³ÿ÷ íàóêè ³ òåõí³êè Óêðà¿íè (1991). Ëàóðåàò ïðå쳿 ³ì.Ì.Ì.Êðèëîâà ÍÀÍ Óêðà¿íè (1991). Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠íàáëèæåííÿ ôóíêö³é òà ¿¿ çàñòîñóâàíü äî äèôåðåíö³àëüíèõ ð³âíÿíü òà îá÷èñëþâàëüíî¿ ìàòåìàòèêè, çîêðåìà, ìîíîãðàô³é:
  1. ÄÇßÄÛÊ Â.Ê. Ââåäåíèå â òåîðèþ ðàâíîìåðíîãî ïðèáëèæåíèÿ ôóíêöèé ïîëèíîìàìè . - Ìîñêâà: Íàóêà, 1977. - 512 ñ.
  2. ÄÇßÄÛÊ Â.Ê. Àïïðîêñèìàöèîííûå ìåòîäû ðåøåíèÿ äèôôåðåíöèàëüíûõ è èíòåãðàëüíûõ óðàâíåíèé . - Êèåâ: Íàóê.äóìêà, 1988. - 304 ñ.
  3. ÄÇßÄÈÊ Â.Ê. Ìàòåìàòè÷íèé àíàë³ç. Òîì 1 . - Êè¿â: Âèùà øêîëà, 1995. - 495 ñ.
  4. ANDRIEVSKII V.V., BELYI V.I., DZJADYK V.K. Conformal invariants in constructive theory of functions of complex variable . - Athlanta: World Federation Publishers, 1995. - 199 p.
  5. DZYADYK V.K. Approximation methods for solutions of differential and integral equations . - Utrecht: VSP, 1995. - 325 p.
  6. ÀÍÄÐÈÅÂÑÊÈÉ Â.Â., ÁÅËÛÉ Â.È., ÄÇßÄÛÊ Â.Ê. Êîíôîðìíûå èíâàðèàíòû â êîíñòðóêòèâíîé òåîðèè ôóíêöèé êîìïëåêñíîãî ïåðåìåííîãî . - Êèåâ: Íàóê.äóìêà, 1998. - 224 ñ.
  7. DZJADYK V.K., SHEVCHUK I.A. Theory of Uniform Approximation of Functions by Polynomials . - Walter De Gruyter, 2008. - 480 ñ.

×ëåí-êîðåñïîíäåíò ÍÀÍ Óêðà¿íè ªâãåí ßêîâè÷ ÐÅÌÅÇ
(1896-1975)

ªâãåí ßêîâè÷ ÐÅÌÅÇ
Àâòîð íàóêîâèõ ïðàöü ç êîíñòðóêòèâíî¿ òåî𳿠ôóíêö³é, íàáëèæåíîãî àíàë³çó, ³ñòî𳿠ìàòåìàòèêè, çîêðåìà, ìîíîãðàô³é:
  1. ÐÅÌÅÇ ª.ß. Ïðî ìåòîäè íàéêðàùîãî, â ðîçóì³íí³ ×åáèøîâà, íàáëèæåíîãî ïðåäñòàâëåííÿ ôóíêö³é . - Êè¿â: Âèä-âî ÂÓÀÍ, 1935. - 162 ñ.
  2. ÐÅÌÅÇ ª.ß. Âñòóï äî ìàòåìàòè÷íîãî àíàë³çó . - Êè¿â: Ðàä.øêîëà, 1952. - 226 ñ.
  3. ÐÅÌÅÇ ª.ß. Îáùèå âû÷èñëèòåëüíûå ìåòîäû ÷åáûøåâñêîãî ïðèáëèæåíèÿ . - Êèåâ: Èçä-âî ÀÍ ÓÑÑÐ, 1957. - 454 ñ.
  4. ÐÅÌÅÇ ª.ß. Îñíîâû ÷èñëåííûõ ìåòîäîâ ÷åáûøåâñêîãî ïðèáëèæåíèÿ . - Êèåâ: Íàóê.äóìêà, 1969. - 623 ñ.

×ëåí-êîðåñïîíäåíò ÍÀÍ Óêðà¿íè Îëåêñàíäð ²âàíîâè÷ ÑÒÅÏÀÍÅÖÜ
(1942-2007)

Îëåêñàíäð ²âàíîâè÷ ÑÒÅÏÀÍÅÖÜ
Çàñëóæåíèé ä³ÿ÷ íàóêè ³ òåõí³êè Óêðà¿íè (2002). Ëàóðåàò Ðåñïóáë³êàíñüêî¿ ïðå쳿 ³ì.Ì.Îñòðîâñüêîãî (1974), ïðå쳿 ³ì.Ì.Â.Îñòðîãðàäñüêîãî ÍÀÍ Óêðà¿íè (2000) òà ïðå쳿 ³ì.Ì.Ì.Êðèëîâà ÍÀÍ Óêðà¿íè (2007). Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠ôóíêö³é ä³éñíî¿ òà êîìïëåêñíî¿ çì³ííî¿, ãàðìîí³÷íîãî àíàë³çó òà òåî𳿠ðÿä³â Ôóð'º, çîêðåìà, ìîíîãðàô³é:
  1. ÑÒÅÏÀÍÅÖ À.È. Ðàâíîìåðíûå ïðèáëèæåíèÿ òðèãîíîìåòðè÷åñêèìè ïîëèíîìàìè . - Êèåâ: Íàóê.äóìêà, 1981. - 340 ñ.
  2. ÑÒÅÏÀÍÅÖ À.È. Êëàññèôèêàöèÿ è ïðèáëèæåíèå ïåðèîäè÷åñêèõ ôóíêöèé . - Êèåâ: Íàóê.äóìêà, 1987. - 268 ñ.
  3. STEPANETS A.I. Classification and approximation of periodic functions . - Dordrecht, Boston, London: Kluwer Acad.Publ., 1995. - 360 p.
  4. STEPANETS A.I. Uniform approximations by trigonometric polynomials . - Utrecht: VSP, 2001. - 483 p
  5. ÑÒÅÏÀÍÅÖ À.È. Ìåòîäû òåîðèè ïðèáëèæåíèé. Â 2-õ òîìàõ . - Êèåâ: Èí-ò ìàòåìàòèêè ÍÀÍ Óêðàèíû, 2002. - 427+468 ñ.
  6. STEPANETS A.I. Methods of Approximation Theory . - VSP: Leiden, Boston, 2005. - 919 p.
  7. ÑÒÅÏÀÍÅÖ À.È., ÐÓÊÀÑΠÂ.È., ×ÀÉ×ÅÍÊÎ Ñ.Î. Ïðèáëèæåíèÿ ñóììàìè Âàëëå Ïóññåíà . - Êèåâ: Èí-ò ìàòåìàòèêè ÍÀÍ Óêðàèíû, 2007. - 385 ñ.

²ãîð Îëåêñàíäðîâè÷ ØÅÂ×ÓÊ
(íàð.1947)

²ãîð Îëåêñàíäðîâè÷ ØÅÂ×ÓÊ
Ëàóðåàò Ðåñïóáë³êàíñüêî¿ ïðå쳿 ³ì.Ì.Îñòðîâñüêîãî (1980) òà ïðå쳿 ³ì.Ì.Ì.Êðèëîâà ÍÀÍ Óêðà¿íè (1991). Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠íàáëèæåííÿ ôóíêö³é, çîêðåìà, ìîíîãðàô³é:
  1. ØÅÂ×ÓÊ È.À. Ïðèáëèæåíèå ìíîãî÷ëåíàìè è ñëåäû íåïðåðûâíûõ íà îòðåçêå ôóíêöèé . - Êèåâ: Íàóê.äóìêà, 1992. - 224 ñ.
  2. DZJADYK V.K., SHEVCHUK I.A. Theory of Uniform Approximation of Functions by Polynomials . - Walter De Gruyter, 2008. - 480 ñ.
Ç 1998 ðîêó ïðàöþº çàâ³äóþ÷èì êàôåäðîþ ìàòåìàòè÷íîãî àíàë³çó íà ìåõàí³êî-ìàòåìàòè÷íîìó ôàêóëüòåò³ Êè¿âñüêîãî íàö³îíàëüíîãî óí³âåðñèòåòó ³ì.Òàðàñà Øåâ÷åíêà.

³êòîð Ìèêîëàéîâè÷ ÊÎÍÎÂÀËÎÂ
(1946-2008)

³êòîð Ìèêîëàéîâè÷ ÊÎÍÎÂÀËÎÂ
Ëàóðåàò Ðåñïóáë³êàíñüêî¿ ïðå쳿 ³ì.Ì.Îñòðîâñüêîãî (1980) òà ïðå쳿 ³ì.Ì.Ì.Êðèëîâà ÍÀÍ Óêðà¿íè (1991). Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠íàáëèæåííÿ ôóíêö³é áàãàòüîõ çì³ííèõ.

Ïåòðî Âàñèëüîâè÷ ÇÀÄÅÐÅÉ
(íàð.1948)

Ïåòðî Âàñèëüîâè÷ ÇÀÄÅÐÅÉ
Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠ôóíêö³é òà òåî𳿠íàáëèæåííÿ ôóíêö³é. Çàðàç ïðàöþº ó Êè¿âñüêîìó íàö³îíàëüíîìó óí³âåðñèòåò³ òåõíîëîã³é ³ äèçàéíó.

Þð³é ²âàíîâè÷ ÌÅËÜÍÈÊ
(1947-1993)

Þð³é ²âàíîâè÷ ÌÅËÜÍÈÊ
Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠ôóíêö³é ä³éñíî¿ òà êîìïëåêñíî¿ çì³ííî¿, òåî𳿠ïðåäñòàâëåííÿ ðåãóëÿðíèõ ôóíêö³é ðÿäàìè åêñïîíåíò.

Îëåêñàíäð Êîñòÿíòèíîâè÷ ÊÓØÏÅËÜ
(íàð.1958)

Îëåêñàíäð Êîñòÿíòèíîâè÷ ÊÓØÏÅËÜ
Ëàóðåàò ì³æíàðîäíî¿ ïðå쳿 ³ì.Ì.Ï.Êðàâ÷óêà. Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠ôóíêö³é òà òåî𳿠íàáëèæåííÿ ôóíêö³é.

Àíàòîë³é Ñåðã³éîâè÷ ÐÎÌÀÍÞÊ
(íàð.1955)

Àíàòîë³é Ñåðã³éîâè÷ ÐÎÌÀÍÞÊ
Çàâ³äóþ÷èé â³ää³ëîì òåî𳿠ôóíêö³é ç 2007 ðîêó. Ëàóðåàò ïðå쳿 ³ì.Ì.Ã.Êðåéíà ÍÀÍ Óêðà¿íè (2014). Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠íàáëèæåííÿ êëàñ³â ïåð³îäè÷íèõ ôóíêö³é áàãàòüîõ çì³ííèõ, çîêðåìà, ìîíîãðàô³¿:
  1. ÐÎÌÀÍÞÊ À.Ñ. Àïïðîêñèìàòèâíûå õàðàêòåðèñòèêè êëàññîâ ïåðèîäè÷åñêèõ ôóíêöèé ìíîãèõ ïðåìåííûõ . - Êèåâ: Èí-ò ìàòåìàòèêè ÍÀÍ Óêðàèíû, 2012. - 352 ñ.

Àíàòîë³é Ñåðã³éîâè÷ ÑÅÐÄÞÊ
(íàð.1968)

Àíàòîë³é Ñåðã³éîâè÷ ÑÅÐÄÞÊ
Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠íàáëèæåííÿ ïåð³îäè÷íèõ ôóíêö³é.

Àíäð³é Ãåííàä³éîâè÷ ÁÀÊÀÍ
(íàð.1961)

Àíäð³é Ãåííàä³éîâè÷ ÁÀÊÀÍ
Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠ôóíêö³é òà âèïóêëîãî àíàë³çó.

Àíàòîë³é Ïåòðîâè÷ ÃÎËÓÁ
(íàð.1956)

Àíàòîë³é Ïåòðîâè÷ ÃÎËÓÁ
Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠ðàö³îíàëüíî¿ àïðîêñèìàö³¿, çîêðåìà, ìîíîãðàô³¿:
  1. ÃÎËÓÁ À.Ï. Óçàãàëüíåí³ ìîìåíòí³ çîáðàæåííÿ òà àïðîêñèìàö³¿ Ïàäå . - Êè¿â: ²í-ò ìàòåìàòèêè ÍÀÍ Óêðà¿íè, 2002. - 222 ñ.
Ç 2011 ðîêó ïðàöþº â â³ää³ë³ îá÷èñëþâàëüíî¿ ìàòåìàòèêè ²íñòèòóòó ìàòåìàòèêè ÍÀÍ Óêðà¿íè.

³êòîð Âàñèëüîâè÷ ÑÀÂ×ÓÊ
(íàð.1973)

³êòîð Âàñèëüîâè÷ ÑÀÂ×ÓÊ

Àâòîð íàóêîâèõ ïðàöü ç òåî𳿠àïðîêñèìàö³¿ ôóíêö³é êîìïëåêñíî¿ çì³ííî¿.

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