Oleksandr Boichuk: Difference between revisions
→External links: Add DEFAULTSORT using AWB (8414) |
mNo edit summary |
||
| Line 15: | Line 15: | ||
}} |
}} |
||
'''Alexander Andreevych Boichuk''' ({{lang-uk|Олекса́ндр Андрі́йович Бойчу́к}}) (born June 30, 1950,[[Kirovograd]], [[Ukraine]]) is a Ukrainian [[mathematician]], doctor of physical and mathematical sciences, professor, [[corresponding member]] of the [[National Academy of Sciences of Ukraine]] (since 2012), head of the laboratory boundary-value problems of differential equations of the [[Institute of Mathematics of the National Academy of Sciences of Ukraine]], was awarded the [[State Prize of Ukraine in Science and Technology]].{{citation needed|date=September 2012}} |
'''Alexander Andreevych Boichuk''' ({{lang-uk|Олекса́ндр Андрі́йович Бойчу́к}}) (born June 30, 1950, [[Kirovograd]], [[Ukraine]]) is a Ukrainian [[mathematician]], doctor of physical and mathematical sciences, professor, [[corresponding member]] of the [[National Academy of Sciences of Ukraine]] (since 2012), head of the laboratory boundary-value problems of differential equations of the [[Institute of Mathematics of the National Academy of Sciences of Ukraine]], was awarded the [[State Prize of Ukraine in Science and Technology]].{{citation needed|date=September 2012}} |
||
Professor A. Boichuk is an expert on the theory of the [[boundary value problem]]s with the normally solvable operators in the linear part. For the first time defined the conditions for the solvability and spent the classification of the resonant cases a wide class of nonlinear boundary value problems for systems of ordinary [[differential equations|differential]] and [[difference equation]]s, delay equations, equations with impulsive and singularly perturbed equations for which the proposed use of the apparatus of generalized inverse operators . |
Professor A. Boichuk is an expert on the theory of the [[boundary value problem]]s with the normally solvable operators in the linear part. For the first time defined the conditions for the solvability and spent the classification of the resonant cases a wide class of nonlinear boundary value problems for systems of ordinary [[differential equations|differential]] and [[difference equation]]s, delay equations, equations with impulsive and singularly perturbed equations for which the proposed use of the apparatus of generalized inverse operators . |
||
Revision as of 14:20, 9 October 2012
 |
Alexander Andreevych Boichuk | |
|---|---|
| File:Boichuk Oleksandr.jpg | |
| Born | 30 June 1950 |
| Nationality | Ukrainian |
| Alma mater | Taras Shevchenko National University of Kyiv |
| Known for | Significant contribution to theory of boundary value problems with normally solvable operators in the linear part |
| Scientific career | |
| Fields | mathematics |
| Institutions | Institute of Mathematics NAS of Ukraine; Taras Shevchenko National University of Kyiv |
Alexander Andreevych Boichuk (Ukrainian: Олекса́ндр Андрі́йович Бойчу́к) (born June 30, 1950, Kirovograd, Ukraine) is a Ukrainian mathematician, doctor of physical and mathematical sciences, professor, corresponding member of the National Academy of Sciences of Ukraine (since 2012), head of the laboratory boundary-value problems of differential equations of the Institute of Mathematics of the National Academy of Sciences of Ukraine, was awarded the State Prize of Ukraine in Science and Technology.[citation needed]
Professor A. Boichuk is an expert on the theory of the boundary value problems with the normally solvable operators in the linear part. For the first time defined the conditions for the solvability and spent the classification of the resonant cases a wide class of nonlinear boundary value problems for systems of ordinary differential and difference equations, delay equations, equations with impulsive and singularly perturbed equations for which the proposed use of the apparatus of generalized inverse operators .
A. Boichuk is the author of over 110 scientific papers including three monographs.[1][2] Under his guidance prepared 11 candidates of sciences.
Books
- "Generalized Inverse Operators and Fredholm Boundary Value Problems" VSP. Utrecht-Boston. 2004. 317 p.( with Samoilenko A.M.)
- Constructive methods of analysis of the boundary value problems. – Kyiv, ”Naukova dumka”. – 1990. – 96 pp. ( in Russian, English summary).
- Generalized inverse operators and Noether boundary-value problems, – Kyiv, Inst. Math. Nat. Acad. Sci. Ukraine. – 1995. – 320 pp. ( in Russian, with Zhuravlev V.F, Samoilenko A.M.)
References
External links
- Personal page on the website of the Institute of Mathematics
- Scientific Tree
- Encyclopedia of Modern Ukraine. Kyiv, 2004. m 3, p. 209.
- Kiїvsky natsіonalny unіversitet іmenі Taras Shevchenko. T.ІІ. Way Uspіhu. Kyiv, 2006, p. 99.
- Fakulta Prirodnych Vied Zilinskej Univerzity v Ziline. 1998–2008. Zilina 2008, p. 74–75.