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Ó÷àñòü ñï³âðîá³òíèê³â â³ää³ëó â
îðãàí³çàö³¿ òà ïðîâåäåíí³ íàóêîâèõ êîíôåðåíö³é: 1. XV Ukraine Algebra Conference, 8-12 July, Lviv, 2025. 1.
Cï³ëüíå çàñ³äàíí³ Â³ää³ëåííÿ
ìàòåìàòèêè ÍÀÍ Óêðà¿íè
³ ñåêö³¿ ìàòåìàòèêè òà ìàòåìàòè÷íîãî ìîäåëþâàííÿ Çàõ³äíîãî íàóêîâîãî öåíòðó
ÍÀÍ Óêðà¿íè òà ÌÎÍ Óêðà¿íè, ïðèñâÿ÷åíå ðîçâèòêó àëãåáðè â çàõ³äíîìó ðåã³îí³
Óêðà¿íè òà 90-ð³÷÷þ â³ä íàðîäæåííÿ ïðîôåñîðà Ï.Ñ. Êàç³ì³ðñüêîãî. Ëüâ³â,
23 æîâòíÿ 2015 ð. Ïðîãðàìà.pdf 2. 9-th International algebraic conference in 3.
IV-à ë³òíÿ øêîëà «Àëãåáðà, òîïîëîã³ÿ,
ôóíêö³îíàëüíèé òà ñòîõàñòè÷íèé àíàë³ç», ñ. Êîçüîâà, Ëüâ³âñüêà îáë., 17-29
ëèïíÿ 2006 ð. 4.
²²² Summer School in
Algebra, Analysis and Topology, ñ. Êîçüîâà, Ëüâ³âñüêà îáë., 9-20 ñåðïíÿ 2005 ð. 5.
Summer School in
Algebra and Topology, Äîëèíà, 2-14 ñåðïíÿ, 2004 ð. 6. IV International
Algebraic Conference in Ukraine, Ëüâ³â, 4-9 ñåðïíÿ, 2003 ð. 7. VI Âñåñîþçíèé ñèìïîç³óì ç òåî𳿠ê³ëåöü, àëãåáð ³ ìîäóë³â, Ëüâ³â, 11 – 13 âåðåñíÿ 1990 ð. 8. Âñåóêðà¿íñüêà íàóêîâà êîíôåðåíö³ÿ “Ðîçðîáêà òà çàñòîñóâàííÿ ìàòåìàòè÷íèõ ìåòîä³â â íàóêîâî-òåõí³÷íèõ äîñë³äæåííÿõ”, ïðèñâÿ÷åíó 70-ð³÷÷þ â³ä äíÿ íàðîäæåííÿ ïðîôåñîðà Ï.Ñ. Êàç³ì³ðñüêîãî, Ëüâ³â, 5 – 7 æîâòíÿ 1995 ð. 9. XIX Âñåñîþçíà àëãåáðà¿÷íà êîíôåðåíö³ÿ, Ëüâ³â, 9 – 11 âåðåñíÿ 1987 ð. |
Ó÷àñòü ñï³âðîá³òíèê³â â³ää³ëó ó íàóêîâèõ êîíôåðåíö³ÿõ:
1. Nataliia Ladzoryshyn, Vasyl' Petrychkovych. (z,k)-equivalence of matrices over quadratic rings // The 15th Ukraine Algebraic Conference, July 8-12, 2025, Ivan Franko National University of Lviv. Book of Abstract - P. 65. - [Electronic resource]. - Access mode: (https://xvuac.mmf.com.ua/images/pdf/abstracts.pdf )
2.
Nataliia Ladzoryshyn, Vasyl' Petrychkovych, Halyna Zelisko. A
Sylvester-type matrix equation over some quadratic rings // XII International
Skorobohatko mathematical conference, September 23-25, 2025,
3. Prokip Volodymyr. On symmetric solutions of the matrix equation AX = B over a Bezout domain // ²ííîâàö³éí³ öèôðîâ³ ìåòîäè â ãàëóç³ îñâ³òè òà äîñë³äæåíü. Çá³ðíèê òåç äîïîâ³äåé. Áåðåãîâå, 27-28 áåðåçíÿ 2025 ðîêó. P.146-148.
4.
Prokip V. On the uniqueness of solutions of a matrix equation AX - Y B =
C over the ring of integers // 15th Ukraine Algebra Conference, July 8-12,
2025, Lviv, Ukraine. Book of Abstracts: Ivan Franko National University of
Lviv, Ukraine. - 123 p. - P. 84. - https://xvuac.mmf.com.ua/index.php/abstracts
5.
Rostyslava V. Kolyada, Orest M. Mel'nyk, Volodymyr M. Prokip On
solutions of matrix equation A(λ)X(λ)+Y(λ)B(λ)=C(λ) // 15th Ukraine Algebra Conference, July 8-12,
2025,
6.
Volodymyr Prokip On solutions of the matrix equation AX + YB = C over
Bezout domain // Ukraine Mathematics Conference "At the End of the Year
2025," December 18–19, 2025, Taras Shevchenko National University of Kyiv,
Kyiv, Ukraine, Book of Abstracts. – 133 ñ. – P. 47. – https://drive.google.com/file/d/1LGUD-of4DUq2LiKYbN233claruwbGIj4/view
7. Fedir Sokhatsky Quasigroups and loops up to order 5 // Conference Quasigroups and Related Systems, Moldova State University. Book of abstracts. Chisninau, July 2-4, 2025. P. 41-45.
8. Fedir Sokhatsky, Bohdan Buniak Formulas for determining some quasigroups of order 8 // Conference Quasigroups and Related Systems, Moldova State University. Book of abstracts. Chisninau, July 2-4, 2025. P. 45-47.
9. Fedir Sokhatsky, Bohdan Buniak About SA loops of order 10 // International Conference Mathematics & Information Technologies: Research And Education (MITRE-2025), Mathematical Week in Chisinau dedicated to the centenary of Valentin Belousov (1925-1988), Chisninau, 2025 Moldova. Abstracts. P.12
10. Fedir Sokhatsky, Bohdan Buniak Semisymmetric Anticommutative Loops up to order 15 // 15th Ukraine Algebra Conference, July 8-12, 2025, Lviv, Ukraine. Book of Abstracts: Ivan Franko National University of Lviv, Ukraine. - 123 p. - P. 104. - https://xvuac.mmf.com.ua/index.php/abstracts
11. Fedir Sokhatsky, Halyna Krainichuk, Volodymyr Luzhetsky Canonical and matrix figuration of quasigroups of order 4 // 15th Ukraine Algebra Conference, July 8-12, 2025, Lviv, Ukraine. Book of Abstracts: Ivan Franko National University of Lviv, Ukraine. - 123 p. - P. 105. - https://xvuac.mmf.com.ua/index.php/abstracts
12. Fedir Sokhatsky The simplest algorithm for listing all permutations // Ukraine Mathematics Conference "At the End of the Year 2025," December 18-19, 2025, Taras Shevchenko National University of Kyiv, Kyiv, Ukraine, Book of Abstracts. - 133 ñ. - P. 53. - https://drive.google.com/file/d/1LGUD-of4DUq2LiKYbN233claruwbGIj4/view
13. Volodymyr Shchedryk Non-classical canonical form of matrices with respect to one-sided transformations // Ukraine Mathematics Conference "At the End of the Year 2025," December 18-19, 2025, Taras Shevchenko National University of Kyiv, Kyiv, Ukraine, Book of Abstracts. - 133 ñ. - P. 52. - https://drive.google.com/file/d/1LGUD-of4DUq2LiKYbN233claruwbGIj4/view
14. Shchedryk V. General linear group and idempotent matrices over a field // International scientific and practical conference "Innovative Digital Methods in Education and Research", Berehove, 27-28 March 2025, Book of Abstracts P. 153.
15. Shchedryk V. Canonical form of low-dimensional matrices with respect to one-sided transformations // The 15th Ukraine Algebra Conference, L'viv, July 8-12, 2025, Book of Abstracts P. 100.
16. Bohdan Shavarovskii Oriented by characteristic roots polynomial matrices of simple structure // 15th Ukraine Algebra Conference, July 8-12, 2025, Lviv, Ukraine. Book of Abstracts: Ivan Franko National University of Lviv, Ukraine. - 123 p. - P. 99. - https://xvuac.mmf.com.ua/index.php/abstracts
17. Bohdan Shavarovskii Reduction of a matrix oriented by characteristic roots to a form with given characteristics // XII International Skorobohatko mathematical conference, September 23 - 25, 2025, Lviv, Ukraine. Abstracts: Pidstryhach Institute for Applied Problems of Mechanics and Mathematics, Lviv, 2025. - 107 p. - P. 92. - http://www.iapmm.lviv.ua/conf_skorob2025/documents/2025tezy.pdf
18. Romaniv A. On reduction of invertible matrices to simple forms. // The 15th Ukraine Algebra Conference, July 8–12, 2025, Lviv, Ukraine. Book of Abstracts. – Ivan Franko National University of Lviv, 2025. – 123 p. (p. 90).
19. Romaniv A. On Bezout rings of stable range 1 // XII International Skorobohatko Mathematical Conference September 23–25, 2025, Lviv, Ukraine. Abstracts. – Pidstryhach Institute for Applied Problems of Mechanics and Mathematics of NAS of Ukraine, 2025. – 107 p. (p. 84).
20. Volodymyr Fedorchuk On Symmetry Reduction of The (1 + 3)-Dimensional Monge-Ampere Equation to Algebraic Equations // XII International Skorobohatko mathematical conference, September 23 – 25, 2025, Lviv, Ukraine. Abstracts: Pidstryhach Institute for Applied Problems of Mechanics and Mathematics, Lviv, 2025. – 107 p. – P. 27. – http://www.iapmm.lviv.ua/conf_skorob2025/documents/2025tezy.pdf
21. Volodymyr Fedorchuk, On partial preliminary group classification of some class of (1+3)-dimensional Monge-Ampere equations. Three-dimensional Abelian Lie algebras // International online workshop "Symmetry and Integrability of Equations of Mathematical Physics", Kyiv, December 26, 2025, https://www.imath.kiev.ua/~appmath/Abstracts2025/Fedorchuk.pdf
22. Nataliia Dzhaliuk, Vasyl’ Petrychkovych Methods for solving Sylvester-type matrix equations and the investigation of the structure of their solutions // 15th Ukraine Algebra Conference, July 8–12, 2025, Lviv, Ukraine. Book of Abstracts: Ivan Franko National University of Lviv, Ukraine. – 123 p. – P. 40. – https://xvuac.mmf.com.ua/index.php/abstracts
23. Nataliia Dzhaliuk, Vasyl’ Petrychkovych Polynomial matrices, their factorizations and differential equations in investigations of Lopatyns’kii, Kazimirs’kii and modern scientists // XII International Skorobohatko mathematical conference, September 23 – 25, 2025, Lviv, Ukraine. Abstracts: Pidstryhach Institute for Applied Problems of Mechanics and Mathematics, Lviv, 2025. – 107 p. – P. 24–25. – http://www.iapmm.lviv.ua/conf_skorob2025/documents/2025tezy.pdf
24. Volodymyr Shchedryk Description of the low-dimensional general linear group and idempotent matrices over a field // Ukraine Mathematics Conference "At the End of the Year 2024," December 16–18, 2024, Taras Shevchenko National University of Kyiv, Kyiv, Ukraine, Book of Abstracts. – 92 ñ. – P. 46. – https://sites.google.com/knu.ua/aey2024/abstracts
25. Shchedryk V. A parametric description general linear group of degree 3 over a field// ̳æíàðîäíà êîíôåðåíö³ÿ ïðèñâÿ¬÷åíà 145-ð³÷÷þ ç äíÿ íàðîäæåííÿ Ãàíñà Ãàíà, 23–27 âåðåñíÿ 2024 ð., ×åðí³âö³. – ×åðí³âö³: ×åðí³âåöüêèé íàö. óí-ò ³ìåí³ Þð³ÿ Ôåäüêîâè÷à, 2024. – 184 ñ. – C. 172. – https://hahn.chnu.edu.ua/media/odbldmui/book-of-abstracts.pdf
26. Nataliia Dzhaliuk,
Vasyl’ Petrychkovych Solutions of a given degree for the matrix linear
bilateral polynomial equations // Ukraine Mathematics Conference "At the
End of the Year 2024," December 16–18, 2024, Taras Shevchenko National
University of Kyiv,
27. Dzhaliuk Nataliia,
Sylvester-type Matrix Polynomial Equations and Solutions of a Prescribed Degree
// 3rd International Symposium on Current Developments in Fundamental and
Applied Mathematics Sciences 02-05 September 2024, Istanbul, Turkey. Abstract
and Full Text Symposium Book. ISBN 978-625-97879-0-9. – 290 p. – P. 109.
–https://atabulut.atauni.edu.tr/atabulut/index.php/s/bUAy5E7j1iZOfgX
28. Dzhaliuk Nataliia,
Petrychkovych Vasyl' On uniqueness of Sylvester-type matrix polynomial
equation's solution // ̳æíàðîäíà êîíôåðåíö³ÿ ïðèñâÿ¬÷åíà 145-ð³÷÷þ ç äíÿ
íàðîäæåííÿ Ãàíñà Ãàíà, 23–27 âåðåñíÿ 2024 ð., ×åðí³âö³. – ×åðí³âö³:
×åðí³âåöüêèé íàö. óí-ò ³ìåí³ Þð³ÿ Ôåäüêîâè÷à, 2024. – 184 ñ. – C. 126–127. –
https://hahn.chnu.edu.ua/media/odbldmui/book-of-abstracts.pdf
29. Andrii Romaniv
Conditions for divisibility of common multiples of matrices // Ukraine
Mathematics Conference "At the End of the Year 2024," December 16–18,
2024, Taras Shevchenko National University of Kyiv, Kyiv, Ukraine, Book of
Abstracts. – 92 ñ. – P. 43. – https://sites.google.com/knu.ua/aey2024/abstracts
30. Andrii Romaniv. The
Structure of the Greatest Common Divisor of Matrices Over Elementary Divisor
Domains // 3rd International Symposium on Current Developments in Fundamental
and Applied Mathematics Sciences 02-05 September 2024,
31. Ðîìàí³â Àíäð³é.
Ñï³ëüí³ êðàòí³ ìàòðèöü òðåòüîãî ïîðÿäêó íàä êîìóòàòèâíèìè îáëàñòÿìè Áåçó
ñòàá³ëüíîãî ðàíãó 1.5. // ̳æíàðîäíà êîíôåðåíö³ÿ ïðèñâÿ¬÷åíà 145-ð³÷÷þ ç äíÿ
íàðîäæåííÿ Ãàíñà Ãàíà, 23–27 âåðåñíÿ 2024 ð., ×åðí³âö³. – ×åðí³âö³:
×åðí³âåöüêèé íàö. óí-ò ³ìåí³ Þð³ÿ Ôåäüêîâè÷à, 2024. – 184 ñ. – C. 93. –
https://hahn.chnu.edu.ua/media/odbldmui/book-of-abstracts.pdf
32. Vasyl Fedorchuk,
Volodymyr Fedorchuk. On the construction and classification of the common
invariant solutions for the (1 + 3)-dimensional Euler-Lagrange-Born-Infeld and
homogeneous Monge-Ampere equations // International scientific online
conference «Algebraic and geometric methods of analysis», May 27-30, 2024,
Îäåñà, Óêðà¿íà. – C. 33–34.
https://imath.kiev.ua/~topology/conf/agma2024/abstracts/texts/fedorchuk/fedorchuk.pdf
33. Vasyl Fedorchuk,
Volodymyr Fedorchuk, On the construction of the common invariant solutions for
some P(1,4)-invariant partial differential equations // ̳æíàðîäíà êîíôåðåíö³ÿ
ïðèñâÿ¬÷åíà 145-ð³÷÷þ ç äíÿ íàðîäæåííÿ Ãàíñà Ãàíà, 23–27 âåðåñíÿ 2024 ð.,
×åðí³âö³. – ×åðí³âö³: ×åðí³âåöüêèé íàö. óí-ò ³ìåí³ Þð³ÿ Ôåäüêîâè÷à, 2024. – 184
ñ. – C. 129. https://hahn.chnu.edu.ua/media/3cln1ko5/book-of-abstracts.pdf
34. Prokip V.M. About
square roots of matrices over factorial domains // International Scientific
Conference Algebraic and Geometric Methods of Analysis.
35. Prokip V. On
solvability of the matrix equation AX+YB=C over principal ideal domains // VI²
̳æíàðîäíà íàóêîâî-ïðàêòè÷íà êîíôåðåíö³ÿ «Ìîäåëþâàííÿ, êåðóâàííÿ òà
³íôîðìàö³éí³ òåõíîëî㳿», 7–9 ëèñòîïàäà 2024, гâíå, Óêðà¿íà.– C. 264–267.
https://doi.org/10.31713/MCIT.2024.081
36. Volodymyr M. Prokip
Roth’s theorem and equivalence of matrices // Ukraine Mathematics Conference
"At the End of the Year 2024," December 16–18, 2024, Taras Shevchenko
National University of Kyiv,
37. Fedorchuk Vasyl,
Fedorchuk Volodymyr. On Classification of Symmetry Reductions for Some
P(1,4)-Invariant Partial Differential Equations. Symmetry 2023 - The 4th
International Conference on Symmetry (21 – 23 June, 2023, AXA Convention Centre
38. Shchedryk V., Bovdi
V. Adequacy of nonsingular matrices over
commutative principal ideal domains // Conference UAE Math Day 2023: March 4th,
2023, Organized by
39. Ùåäðèê Â. Ï Ìàòðèö³ òà
ïîâ'ÿçàí³ ç íèìè ãðóïè Çåë³ñêà // Có÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè – 2023: çá³ðíèê íàóêîâèõ ïðàöü / çà
çàã. ðåä. àêàä. ÍÀÍ Óêðà¿íè Ð.Ì. Êóøí³ðà òà ÷ë.-êîð. ÍÀÍ Óêðà¿íè Â.Î. Ïåëèõà
[Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì.
ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2023. – 452 ñ. – Ðåæèì äîñòóïó: http://iapmm.lviv.ua/mpmm2023/materials/proceedings.mpmm2023.pdf – Ñ. 403–404. – http://iapmm.lviv.ua/mpmm2023/materials/ma10_12.pdf.
40. Shchedryk V. P. A
parametric 2-decomposition of small order general linear groups over fields //
Ukraine Algebra Conference "At the End of the Year 2023" December
26 27, 2023,
41. Fedorchuk Vasyl,
Fedorchuk Volodymyr. Classification of symmetry reductions for some
P(1,4)-invariant partial differential equations. // Int. Scientific Conference
“Current Problems of Mechanics and Mathematics – 2023” (May 23–25, 2023,
42. Fedorchuk Vasyl,
Fedorchuk Volodymyr. On partial preliminary group classification of some class
of (1 + 3)-dimensional Monge-Ampere equations. Two-dimensional Abelian Lie
algebras // International Online Conference Algebraic and geometric methods of
analysis (May 29 June 31, 2023,
43. Äæàëþê Íàòàë³ÿ,
Ïåòðè÷êîâè÷ Âàñèëü. Ðîçâ'ÿçí³ñòü ìàòðè÷íîãî ð³âíÿííÿ AX=YB ó ê³ëüö³
áëî÷íî-òðèêóòíèõ ìàòðèöü // Có÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè – 2023: çá³ðíèê
íàóêîâèõ ïðàöü / çà çàã. ðåä. àêàä. ÍÀÍ Óêðà¿íè Ð.Ì. Êóøí³ðà òà ÷ë.-êîð. ÍÀÍ Óêðà¿íè
Â.Î. Ïåëèõà [Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³
ìàòåìàòèêè ³ì. ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2023. – 452 ñ. – Ðåæèì äîñòóïó:
Ñ. 405–406. – http://iapmm.lviv.ua/mpmm2023/materials/ma10_13.pdf
44. Dzhaliuk Nataliia,
Petrychkovych Vasyl'. The Sylvester matrix polynomial equation and its
solutions // 14th Ukraine Algebra Conference, July 3-7, 2023
45. Dzhaliuk Nataliia.
Linear solutions to the bilateral matrix polynomial equations // Ìàòåìàòèêà òà
³íôîðìàö³éí³ òåõíîëî㳿. Ìàòåð³àëè ì³æíàðîäíî¿ íàóêîâî¿ êîíôåðåíö³¿, ïðèñâÿ÷åíî¿
55-ð³÷÷þ ôàêóëüòåòó ìàòåìàòèêè òà ³íôîðìàòèêè, 28–30 âåðåñíÿ 2023 ð. –
×åðí³âö³: ×åðí³âåöüêèé íàö. óí-ò, 2023. – 369 ñ. – Ñ. 47–48.
46. Äæàëþê Í. C. Ðîçâ’ÿçêè ñòåïåíÿ s ìàòðè÷íîãî
ïîëiíîìiàëüíîãî ðiâíÿííÿ Cèëüâåñòðà // Ìàòåð³àëè Äåâ’ÿòíàäöÿòî¿ ì³æíàðîäíî¿ íàóêîâî¿
êîíôåðåíö³¿ ³ìåí³ àêàäåì³êà Ìèõàéëà Êðàâ÷óêà, 11–12 æîâòíÿ 2023 ðîêó, Êè¿â, Êϲ
³ì. ²ãîðÿ ѳêîðñüêîãî.
– C. 104–105. – https://matan.kpi.ua/uk/kravchuk-conf-2023/
47. Ëàäçîðèøèí Íàòàë³ÿ,
Ïåòðè÷êîâè÷ Âàñèëü. Åêâ³âàëåíòí³ñòü ïàð ìàòðèöü íàä êâàäðàòè÷íèì ê³ëüöåì // Có÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè – 2023: çá³ðíèê íàóêîâèõ ïðàöü / çà
çàã. ðåä. àêàä. ÍÀÍ Óêðà¿íè Ð.Ì. Êóøí³ðà òà ÷ë.-êîð. ÍÀÍ Óêðà¿íè Â.Î. Ïåëèõà
[Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì.
ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2023. – 452 ñ. – Ðåæèì äîñòóïó: http://iapmm.lviv.ua/mpmm2023/materials/proceedings.mpmm2023.pdf – Ñ. 409−410. – http://iapmm.lviv.ua/mpmm2023/materials/ma10_15.pdf
48. Ladzoryshyn Natalija.
(z,k)-equivalence of pairs of matrices over imaginary Euclidean quadratic rings
// 14th Ukraine Algebra Conference, July 3-7, 2023
49. Ëàäçîðèøèí Í.Á.,
Ïåòðè÷êîâè÷ Â.Ì. (z,k)-åêâ³âàëåíòí³ñòü îñîáëèâèõ ìàò¬ðèöü íàä êâàäðàòè÷íèìè
åâêë³äîâèìè ê³ëüöÿìè // Ìàòåð³àëè Äåâ’ÿòíàäöÿòî¿ ì³æíàðîäíî¿ íàóêîâî¿
êîíôåðåíö³¿ ³ìåí³ àêàäåì³êà Ìèõàéëà Êðàâ÷óêà, 11–12 æîâòíÿ 2023 ðîêó, Êè¿â, Êϲ
³ì. ²ãîðÿ ѳêîðñüêîãî.
– C. 111 − 112. – https://matan.kpi.ua/uk/kravchuk-conf-2023/
50. Ðîìàí³â Àíäð³é. Ðîçêëàä
îáîðîòíî¿ ìàòðèö³ ó äîáóòîê äâîõ ìàòðèöü ³ç çàäàíèìè âëàñòèâîñòÿìè. // Có÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè – 2023:
çá³ðíèê íàóêîâèõ ïðàöü / çà çàã. ðåä. àêàä. ÍÀÍ Óêðà¿íè Ð.Ì. Êóøí³ðà òà
÷ë.-êîð. ÍÀÍ Óêðà¿íè Â.Î. Ïåëèõà [Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ
ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì. ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2023. – 452
ñ. – Ðåæèì äîñòóïó: http://iapmm.lviv.ua/mpmm2023/materials/proceedings.mpmm2023.pdf – Ñ. 413–414. – http://iapmm.lviv.ua/mpmm2023/materials/ma10_17.pdf .
51. Romaniv A. Conditions
of existence of a matrix which contains a submatrix with given invariant
factors// 14th Ukraine Algebra Conference, July 3-7, 2023
52. Ðîìàí³â À. Ì. Âëàñòèâ³ñòü îáîðîòíî¿ ìàòðèö³ // Ìàòåð³àëè
Äåâ’ÿòíàäöÿòî¿ ì³æíàðîäíî¿ íàóêîâî¿ êîíôåðåíö³¿ ³ìåí³ àêàäåì³êà Ìèõàéëà
Êðàâ÷óêà, 11–12 æîâòíÿ 2023 ðîêó, Êè¿â, Êϲ ³ì. ²ãîðÿ ѳêîðñüêîãî. – C. 120. – https://matan.kpi.ua/uk/kravchuk-conf-2023/.
53. Øàâàðîâñüêèé Áîãäàí. Ïîâíà
ñèñòåìà ³íâàð³àíò³â â³äíîñíî íàï³âñêàëÿðíî¿ åêâ³âàëåíòíîñò³ äëÿ 3õ3-ìàòðèö³
ïðîñòî¿ ñòðóêòóðè // Có÷àñí³ ïðîáëåìè
ìåõàí³êè òà ìàòåìàòèêè – 2023: çá³ðíèê íàóêîâèõ ïðàöü / çà çàã. ðåä. àêàä. ÍÀÍ
Óêðà¿íè Ð.Ì. Êóøí³ðà òà ÷ë.-êîð. ÍÀÍ Óêðà¿íè Â.Î. Ïåëèõà [Åëåêòðîííèé ðåñóðñ]
// ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì. ß.Ñ. ϳäñòðèãà÷à ÍÀÍ
Óêðà¿íè. – 2023. – 452 ñ. – Ðåæèì äîñòóïó: http://iapmm.lviv.ua/mpmm2023/materials/proceedings.mpmm2023.pdf – Ñ. 397398. – http://iapmm.lviv.ua/mpmm2023/materials/ma10_08.pdf
54. Shavarovskii
Bohdan.The triangular form of the polynomial 3 × 3-matrix of a simple
structure and its invariants with respect to semiscalar equivalence // 14th
Ukraine Algebra Conference, July 3-7, 2023
55. Ïðîê³ï Âîëîäèìèð, Ìåëüíèê
Îðåñò, Êîëÿäà Ðîñòèñëàâà. Ïðî ïîä³ëüí³ñòü ìíîãî÷ëåííèõ ìàòðèöü íàä ïîëåì // Có÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè – 2023:
çá³ðíèê íàóêîâèõ ïðàöü / çà çàã. ðåä. àêàä. ÍÀÍ Óêðà¿íè Ð.Ì. Êóøí³ðà òà
÷ë.-êîð. ÍÀÍ Óêðà¿íè Â.Î. Ïåëèõà [Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ
ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì. ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2023. – 452
ñ. – Ðåæèì äîñòóïó:– Ñ. 389–390. – http://iapmm.lviv.ua/mpmm2023/materials/ma10_04.pdf.
56. Prokip V. On canonical
form of matrices with minimal polynomial m(λ)=(λ-α)2. // 14th
57. Prokip V.M. On
equivalence of polynomial matrices over a field // Ukraine Algebra Conference
"At the End of the Year 2023" December 26 27, 2023,
58. Vasyl Fedorchuk,
Volodymyr Fedorchuk. On symmetry reduction of the (1+3)-dimensional
Inhomogeneous Monge-Ampère equation to algebraic equation. The XVI-th
International Conference of Differential Geometry and Dynamical Systems (
DGDS-2022 ), (1 - 4 September 2022) * ONLINE * [
59. Ëàäçîðèøèí Í. Ïðî
÷èñëî ñòàíäàðòíèõ ïàð ïàðè ìàòðèöü íàä ê³ëüöåì ö³ëèõ ãàóñîâèõ ÷èñåë â³äíîñíî
(z,k)-åêâ³âàëåíòíîñò³ // Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ –
2022”, 25–27 òðàâíÿ, 2022 ð., Ëüâ³â. – [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó: (http://www.iapmm.lviv.ua/chyt2022/abstracts/Ladzoryshyn.pdf).
60. Ðîìàí³â À. Ïðî
âëàñòèâ³ñòü ³íâàð³àíòíèõ ìíîæíèê³â ìàòðèö³ òà ¿¿ ï³äìàòðèö³ // Êîíôåðåíö³ÿ
ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2022”, 25–27 òðàâíÿ, 2022 ð., Ëüâ³â.
– [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó:
(http://www.iapmm.lviv.ua/chyt2022/abstracts/Romaniv.pdf).
61. Prokip V.M. About
solvability of the matrix equation AX= B over Bezout domains // In
International Scientific Conference Algebraic and Geometric Methods of
Analysis.
62. Prokip V.M. A note on
a minimal solution of the matrix polynomial equation
A(λ)X(λ)-Y(λ)B(λ)=C(λ) // International Algebraic
Conference "At the End of the Year" 2022, December 27–28, 2022,
63. Fedorchuk Vasyl,
Fedorchuk Volodymyr. On patrial preliminary group classification of some class
of (1+3)-dimensional Monge-Ampere equations. One-dimensional Galilean Lie
algebras // International Scientific Conference "Algebraic and Geometric
Methods of Analysis"
64. Fedorchuk Vasyl,
Fedorchuk Volodymyr. On patrial preliminary group classification of some class
of (1+3)-dimensional Monge-Ampere equations. I. One-dimensional Lie algebras //
Workshop "Symmetry and Integrability of Equations of Mathematical
Physics" December 23-24, 2022,
65.
Bovdi V., Shchedryk V. The structure of the
Zelisko group elements over factor ring of Bezout domain of stable range 1.5.
// The 13th International Algebraic Conference in
66. Petrychkovych V.M.,
Dzhaliuk N.S. Application of special triangular forms of matrices with respect
to equivalences of different types to solving linear matrix equations of
Sylvester type // International Algebraic Conference "At the End of the
Year" 2021, December 27–28, 2021, Kyiv, Ukraine, Abstracts: Kyiv. – 36 p.
– P. 20.
67. Dzhaliuk N.,
Petrychkovych V. Solutions of matrix linear Sylvester type equations //
International Conference in Complex and Functional Analysis dedicated to the
memory of Bohdan Vynnytskyi. September 13–16, 2021,
68. Nataliia Dzhaliuk,
Vasyl' Petrychkovych Block matrices, their equivalences and applications // The
13th International Algebraic Conference in
69.
Natalija Ladzoryshyn, Vasyl' Petrychkovych. On the number of standard
forms of matrices over imaginary Euclidean quadratic rings with respect to the
(z,k)-equivalence // The 13th International Algebraic Conference in
70. Romaniv A. Divisibility of invariant factors of two matrices and invariant factors of sum of these matrices // The 13th International Algebraic Conference in Ukraine. July 6–9, 2021, Taras Shevchenko National University of Kyiv. Book of Abstracts: Taras Shevchenko National University of Kyiv, Kyiv, Ukraine. – 94 p. – Ðåæèì äîñòóïó äî ðåñóðñó: https://bit.ly/3hcTbKe – P.66.
71. Vasyl Fedorchuk,
Volodymyr Fedorchuk. On symmetry reduction and some classes of invariant
solutions of the (1 + 3)-dimensional homogeneous Monge-Ampère equation.
// International On line Conference Algebraic and Geometric Methods of Analysis
dedicate to the memory of Yuriy Trokhymchuk (17.03.1928-18.12.2019) (May 25-28,
2021, Odesa, Ukraine). Book of Abstracts. p.36
https://www.imath.kiev.ua/~topology/conf/agma2021/contents/agma2021-abstracts.pdf
72. Vasyl Fedorchuk,
Volodymyr Fedorchuk. On symmetry reduction and some classes of invariant
solutions of the (1+3)-dimensional inhomogeneous Monge-Ampère
equation.// The XV-th International Conference of Differenti-al Geometry and
Dynamical Systems (DGDS-2021) 26 - 29 August 2021 * ONLINE * [
73. Shavarovskii Bohdan
Semiscalar equivalence of polynomial 3-by-3 matrices of simple structure // The
13th International Algebraic Conference in
74. Prokip V. Roth's
theorems and similarity of matrices // The 13th International Algebraic
Conference in
75. Prokip V. On the matrix equation AX - YB=C over Bezout domains // International Online Conference Algebraic and Geometric Methods of Analysis dedicate to the memory of Yuriy Trokhymchuk (17.03.1928-18.12.2019) (May 25-28, 2021, Odesa, Ukraine). Book of Abstracts. – 172 p. − P. 122. − https://www.imath.kiev.ua/~topology/conf/agma2021/contents/agma2021-abstracts.pdf.
76.
Prokip V.M. On solutions of the matrix equation 
// International
Algebraic Conference "At the End of the Year" 2021, December 27–28,
2021,
77. Shchedryk V.,
Gatalevych A. On adequacy of full matrices over adequate rings // XI
International Skorobohatko Mathematical Conference. October 26−30, 2020,
Lviv, Ukraine. Abstracts: Lviv: Pidstryhach Institute for Applied Problems of
Mechanics and Mathematics, 2020. – 130 p. – Ðåæèì äîñòóïó äî ðåñóðñó:
http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf – P. 35.
78. Andriy Romaniv Divisibility
of invariant factors of a matrix and its submatrix // XI International Skorobohatko
Mathematical Conference. October 26−30, 2020, Lviv, Ukraine. Abstracts:
Lviv: Pidstryhach Institute for Applied Problems of Mechanics and Mathematics,
2020. – 130 p. – Ðåæèì
äîñòóïó äî ðåñóðñó:
http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf – P.100.
79. Bohdan Shavarovskii.
Canonical form of a reduced matrix with all non-zero sub-diagonal elements // XI International Skorobohatko
Mathematical Conference. October 26−30, 2020, Lviv, Ukraine. Abstracts:
Lviv: Pidstryhach Institute for Applied Problems of Mechanics and Mathematics,
2020. – 130 p. – Ðåæèì äîñòóïó äî ðåñóðñó:
http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf – P 106.
80. Prokip V. A note on
semiscalar equivalence of polynomial
matrices // XI
International Skorobohatko Mathematical Conference. October 26−30, 2020,
Lviv, Ukraine. Abstracts: Lviv: Pidstryhach Institute for Applied Problems of
Mechanics and Mathematics, 2020. – 130 p. – Ðåæèì äîñòóïó äî ðåñóðñó:
http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf – P.93.
81. Ladzoryshyn N.,
Petrychkovych V. The standard form of matrices over imaginary Euclidean
quadratic rings with respect to (z,k)-equivalence // XI International Skorobohatko
Mathematical Conference. October 26−30, 2020, Lviv, Ukraine. Abstracts:
Lviv: Pidstryhach Institute for Applied Problems of Mechanics and Mathematics,
2020. – 130 p. – Ðåæèì äîñòóïó äî ðåñóðñó:
http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf – P. 59.
82. Vasyl Fedorchuk,
Volodymyr Fedorchuk. On symmetry reduction and some classes of invariant
solutions of the (1+3)-dimensional Monge-Ampère equation. The XIV-th
International Conference of Differential Geometry and Dynamical Systems ( DGDS-2020
) 27 -29 August 2020 * ONLINE * [Bucharest, Romania]. List of abstracts, p.2.
http://www.mathem.pub.ro/dept/dgds-20/dgds-20.htm
83. Vasyl Fedorchuk,
Volodymyr Fedorchuk. On Classification of Symmetry Reductions for Some
P(1,4)-Invariant Partial Differential Equations. XI International Skorobohatko
Mathematical Conference (October 26-30, 2020, Lviv, Ukraine). Book of
Abstracts. p.31.
http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf
84. Volodymyr Fedorchuk.
On Symmetry Reduction and Invariant Solutions of the Euler-Lagrange-Born-Infeld
Equation. XI International Skorobohatko Mathematical Conference (October 26-30,
2020, Lviv, Ukraine). Book of Abstracts. p.32.
http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf
85. Bilous A. Stable range
of some classes of non commutative rings // XI International Skorobohatko
Mathematical Conference. October 26−30, 2020, Lviv, Ukraine. Abstracts:
Lviv: Pidstryhach Institute for Applied Problems of Mechanics and Mathematics,
2020. – 130 p. – Ðåæèì äîñòóïó äî ðåñóðñó: http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf
– P. 15.
86. Nataliia Dzhaliuk Equivalence of matrices in the ring of the block
triangular matrices // XI International Skorobohatko Mathematical Conference.
October 26−30, 2020, Lviv, Ukraine. Abstracts: Lviv: Pidstryhach
Institute for Applied Problems of Mechanics and Mathematics, 2020. – 130 p. – Ðåæèì äîñòóïó äî ðåñóðñó: http://www.iapmm.lviv.ua/conf_skorob2020/documents/2020tezy.pdf
– P. 29.
87. Bovdi V., Shchedryk V.P. The structure of elements of the Zelisko group // Book of abstracts of
the International mathematical conference dedicated to the 60th anniversary of
the department of algebra and mathematical logic of Taras Shevchenko National
University of Kyiv, 14-17 July 2020, Kyiv, Ukraine. – 93 p. – Ðåæèì äîñòóïó äî
ðåñóðñó: https://bit.ly/2ZIyqMs –
P. 27.
88. V. M. Fedorchuk,
V. I. Fedorchuk On some
applications of classication of low-dimensional Lie algebras // Book of
abstracts of the International mathematical conference dedicated to the 60th
anniversary of the department of algebra and mathematical logic of Taras
Shevchenko National University of Kyiv, 14-17 July 2020, Kyiv, Ukraine. – 93 p.
– Ðåæèì äîñòóïó äî ðåñóðñó: https://bit.ly/2ZIyqMs – P. 34.
89. Prokip V.M. On
similarity of families of 2x2 matrices over a field // Book of abstracts of the
International mathematical conference dedicated to the 60th anniversary of the
department of algebra and mathematical logic of Taras Shevchenko National
University of Kyiv, 14-17 July 2020, Kyiv, Ukraine. – 93 p. – Ðåæèì äîñòóïó äî
ðåñóðñó: https://bit.ly/2ZIyqMs –
P. 27.
90. Shavarovskii B.Z.
Canonical form of a reduced matrix with one zero sub-diagonal element // Book
of abstracts of the International mathematical conference dedicated to the 60th
anniversary of the department of algebra and mathematical logic of Taras
Shevchenko National University of Kyiv, 14-17 July 2020, Kyiv, Ukraine. – 93 p.
– Ðåæèì äîñòóïó äî ðåñóðñó: https://bit.ly/2ZIyqMs
– P. 74.
91. Petrychkovych V.M.,
Dzhaliuk N.S. Solvability of the matrix Sylvester-type equation in the ring of
the block triangular matrices // Book of abstracts of the International
mathematical conference dedicated to the 60th anniversary of the department of
algebra and mathematical logic of Taras Shevchenko National University of Kyiv,
14-17 July 2020, Kyiv, Ukraine. – 93 p. – Ðåæèì äîñòóïó äî ðåñóðñó: https://bit.ly/2ZIyqMs – P. 63.
92. Romaniv A. M. Properties of the invariant factors of the sum of matrices
// Book of abstracts of the International mathematical conference dedicated to
the 60th anniversary of the department of algebra and mathematical logic of
Taras Shevchenko National University of Kyiv, 14-17 July 2020, Kyiv, Ukraine. –
93 p. – Ðåæèì äîñòóïó äî ðåñóðñó: https://bit.ly/2ZIyqMs – P. 71.
93. Á³ëîóñ À. Ñòàá³ëüíèé ðàíã äåÿêèõ êëàñ³â íåêîìóòàòèâíèõ ê³ëåöü //
Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2020”, 26–28 òðàâíÿ,
2020ð., Ëüâ³â. – [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó: (http://www.iapmm.lviv.ua/chyt2020/abstracts/Bilous.pdf)
94. Ëàäçîðèøèí Í. (z,k)-åêâ³âàëåíòí³ñòü ìàòðèöü íàä ê³ëüöåì ö³ëèõ ãàóñîâèõ ÷èñåë // Conference of young Scientists
“Pidstryhach reading – 2020”. – L’viv, Ukraine May 26–28, 2020, L’viv. –
[Electronic resource]. – Access mode: (http://www.iapmm.lviv.ua/chyt2020/abstracts/Ladzoryshyn.pdf).
95. Romaniv A.M.,
96. Prokip V. On similarity of two families of matrices over a field // International Scientific Conference Algebraic and Geometric Methods of Analysis, 26-30 may 2020, Odesa, Ukraine. – 131 p. – Ðåæèì äîñòóïó äî ðåñóðñó: https://www.imath.kiev.ua/~topology/conf/agma2020/agma-2020-abstracts/agma2020-theses.pdf – P. 55.
97.
Ïðîê³ï Â.Ì.
Ïðî êâàäðàòí³ êîðåí³ ìàòðèöü íàä îáëàñòþ ãîëîâíèõ ³äåàë³â // PSC–IMFS–16 (16-òà
³äêðèòà íàóêîâà êîíôåðåíö³ÿ ²ÌÔÍ), 06–07 ëþòîãî 2020 ðîêó, Ëüâ³â, Óêðà¿íà,
Ñ.65–66.
98. Shavarovskii B.Z.
Semiscalar equivalence of one class of 3-by-3 matrices // XII International
Algebraic Conference in Ukraine dedicated to the 215th anniversary of V.
Bunyakovsky, July 02–06, 2019, Vinnytsia, Ukraine. – 142 p. – P. 101–102.
99. Shchedryk V. On great
common divisors and least common multiple of matrix equation solutions // XII
International Algebraic Conference in Ukraine dedicated to the 215th anniversary
of V. Bunyakovsky, July 2-6, 2019,Vinnytsia, Ukraine. Abstracts. –
Vinnytsia:Vasyl’ Stus Donetsk University, 2019. – 142 p. – P. 102.
100. Nataliia Dzhaliuk.
Solutions of the Sylvester matrix equation with triangular coefficients // XII
International Algebraic Conference in Ukraine dedicated to the 215th
anniversary of V. Bunyakovsky, July 2-6, 2019,Vinnytsia, Ukraine. Abstracts. –
Vinnytsia:Vasyl’ Stus Donetsk University, 2019. – 142 p. – P. 28–29. http://jiac.donnu.edu.ua/article/view/6933/6964
101. Ladzoryshyn N.,
Petrychkovych V. (z,k)-equivalence of matrices over Euclidean quadratic rings
and solutions of matrix equation AX+YB=C // XII International Algebraic
Conference in Ukraine dedicated to the 215th anniversary of V. Bunyakovsky,
July 2-6, 2019,Vinnytsia, Ukraine. Abstracts. – Vinnytsia:Vasyl’ Stus Donetsk
University, 2019. – 142 p. – P. 63–64.
102. Ëàäçîðèøèí Í. Ïðî ðîçâ’ÿçêè ìàòðè÷íîãî ð³âíÿííÿ AX+BY=C íàä êâàäðàòè÷íèìè åâê볬äîâèìè ê³ëüöÿìè // Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2019”,
27–29 òðàâíÿ, 2019ð., Ëüâ³â. – [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó: (http://iapmm.lviv.ua/chyt2019/abstracts/Ladzoryshyn.pdf).
103. Prokip V. On
similarity of tuples of matrices over a field // XII International Algebraic
Conference in Ukraine dedicated to the 215th anniversary of V. Bunyakovsky,
July 2-6, 2019,Vinnytsia, Ukraine. Abstracts. – Vinnytsia:Vasyl’ Stus Donetsk
University, 2019. – 142 p. – P. 90–91.
104. Romaniv A. Reduction
of nonsingular matrices over rings of almost stable range 1 // XII
International Algebraic Conference in Ukraine dedicated to the 215th
anniversary of V. Bunyakovsky, July 2-6, 2019,Vinnytsia, Ukraine. Abstracts. –
Vinnytsia:Vasyl’ Stus Donetsk University, 2019. – 142 p. – P. 93-94.
105. Ðîìàí³â Àíäð³é. Åëåìåíò
ìàéæå ñòàá³ëüíîãî ðàíãó 1 íàä êîìóòàòèâíîþ îáëàñòþ åëåìåíòàðíèõ ä³ëüíèê³â //
Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2019”, 27–29 òðàâíÿ
2019ð., Ëüâ³â. – [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó: (http://www.iapmm.lviv.ua/chyt2019/abstracts/Romaniv.pdf).
106. V. M. Fedorchuk and V.
I. Fedorchuk. On classification of
symmetry reductions and invariant solutions for the Euler-Lagrange-Born-Infeld
equation. Book of Abstracts. Kiev, Bogolyubov Institute for Theoretical Physics
of NAS of Ukraine, 2019, P.10. https://indico.bitp.kiev.ua/event/3/attachments/1/83/abstr_bgl_2019.pdf
107. Á³ëîóñ À. ijàãîíàë³çàö³ÿ ³äåìïîòåíòíèõ ìàòðèöü íàä äóî ê³ëüöåì// Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ
“ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2019”, 27–29 òðàâíÿ, 2019ð., Ëüâ³â. – [Åëåêòðîííèé
ðåñóðñ]. – Ðåæèì äîñòóïó: (http://iapmm.lviv.ua/chyt2019/abstracts/Bilous.pdf).
108. Bilous A. Diagonability of idempotent matrices
over duo rings // XII International
Algebraic Conference in Ukraine dedicated to the 215th anniversary of V.
Bunyakovsky, July 2-6, 2019,Vinnytsia, Ukraine. Abstracts. – Vinnytsia:Vasyl’
109.
Ïðîê³ï Â.Ì. Àëãîðèòì ïîáóäîâè óí³òàëüíîãî ä³ëüíèêà äëÿ ìíîãî÷ëåííî¿ ìàòðèö³ // Òåçè äîïîâ³äåé ì³æíàð. êîíôåðåíö³¿ “Algebraic and geometric
methods of analysis” Îäåñà. − 2019. − Ñ. 68 − 69.
110. Äæàëþê Íàòàë³ÿ, Ïåòðè÷êîâè÷ Âàñèëü Òðèêóòí³ ðîçâ'ÿçêè ìàòðè÷íîãî
ð³âíÿííÿ AX+YB=C // Ñó÷àñí³ ïðîáëåìè ìåõàí³êè òà
ìàòåìàòèêè: çá³ðíèê íàóêîâèõ ïðàöü ó 3-õ ò. / çà çàã.ðåä. À.Ñ. Ñàìîéëåíêà òà
Ð.Ì. Êóøí³ðà [Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³
ìàòåìàòèêè ³ì. ß.Ñ. ϳäñòðèãà÷à ÍÀÍ
Óêðà¿íè. – 2018. – Ò.3. – Ðåæèì äîñòóïó äî ðåñóðñó: www.iapmm.lviv.ua/mpmm2018. – C. 197–198.
111. Êóçü À. Ì., Ðîìàí³â À. Ì., Ñèìîòþê Ì. Ì. Àíàëîã ³íòåãðàëüíî¿ çàäà÷³ äëÿ
ð³âíÿíü ³ç ÷àñòèíèìè ïîõ³äíèìè íàä ïîëåì ð-àäè÷íèõ ÷èñåë // Íåë³í³éí³ ïðîáëåìè
àíàë³çó: VI Âñåóêðà¿íñüêà ìàò. êîíô. ³ìåí³ Á. Â. Âàñèëèøèíà: Òåçè äîïîâ³äåé,
(26-28 âåðåñíÿ 2018ð., ²âàíî-Ôðàíê³âñüê – Ìèêóëè÷èí). – ²âàíî-Ôðàíê³âñüê:
Ãîë³íåé, 2018. – Ñ. 30.
112. Ëàäçîðèøèí Í. Ïðî
ðîçâ’ÿçí³ñòü ìàòðè÷íèõ ä³îôàíòîâèõ ð³âíÿíü íàä êâàäðàòè÷íèìè ê³ëüöÿìè //
̳æíàðîäíà íàóêîâà êîíôåðåíö³ÿ «Ñó÷àñí³ ïðîáëåìè ìåõàí³êè ³ ìà¬òå¬ìà¬òè¬êè»: Â
3-õ ò. / ï³ä çàãàëüíîþ ðåäàêö³ºþ À.Ì. Ñàìîéëåíêà, Ð.Ì. Êóøí³ðà. [Åëåêòðîííèé
ðåñóðñ] – Ëüâ³â: ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì.
ß.Ñ.ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè, 2018. – Ò.3. – Ñ. 217–218 – Ðåæèì äîñòóïó:
(http://www.iapmm.lviv.ua/mpmm2018/Volume_3.pdf).
113. Romaniv A.M. On the
relationship between the Smith normal forms of matrices and of their least
common multiple // Book of abstracts of the International Scientific Conference
“Algebraic and geometric methods of analysis” (May 30 – June 4, 2018,
114. Àíäð³é Ðîìàí³â,
Âîëîäèìèð Ùåäðèê. Ïðî ñòàá³ëüíèé ðàíã ê³ëåöü ìàòðèöü íàä êîìóòàòèâíèìè ê³ëüöÿìè
ãîëîâíèõ ³äåàë³â // Ñó÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè, çá³ðíèê íàóêîâèõ
ïðàöü ó 3-õ ò. / çà çàã.ðåä. À.Ì. Ñàìîéëåíêà òà Ð.Ì. Êóøí³ðà / ²íñòèòóò
ïðèêëàäíèõ ïðîáëåì ìåõàí³êè òà ìàòåìàòèêè ³ì. ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2018. – ò.3 –
[Åëåêòðîííèé ðåñóðñ] – Ðåæèì äîñòóïó: (http://www.iapmm.lviv.ua/mpmm2018)
115. Áîãäàí Øàâàðîâñüêèé.
Óòî÷íåíà òðèêóòíà ôîðìà 3×3-ìàòðèöü ç îäíèì õàðàêòåðèñòè÷íèì êîðåíåì ó êëàñ³ íàï³âñêàëÿðíî åêâ³âàëåíòíèõ
ìàòðèöü // Ñó÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè, çá³ðíèê íàóêîâèõ ïðàöü ó
3-õ ò. / çà çàã.ðåä. À.Ì. Ñàìîéëåíêà òà Ð.Ì. Êóøí³ðà / ²íñòèòóò ïðèêëàäíèõ
ïðîáëåì ìåõàí³êè òà ìàòåìàòèêè ³ì. ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2018. – ò.3
– Ñ. 241–242. [Åëåêòðîííèé ðåñóðñ] –
Ðåæèì äîñòóïó: (http://www.iapmm.lviv.ua/mpmm2018)
116. Volodymyr Fedorchuk,
On some invariant solutions for the Euler–Lagrange–Born–Infeld equation //
Symmetry and Integrability of Equations of Mathematical Physics, International
workshop on the occasion of the fortieth anniversary of the Department of
Applied Research (nowadays the Department of Mathematical Physics) (December
21-24, 2018, Kyiv,
117. Vasyl Fedorchuk, On
Symmetry Reduction of Some Partial Differential Equations. Có÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè:
çá³ðíèê íàóêîâèõ ïðàöü ó 3-õ ò. /çà çàã. ðåä. À.Ì. Ñàìîéëåíêà òà Ð.Ì. Êóøí³ðà
[Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì.
ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2018. – Ò. 3. – p. 187., http://www.iapmm.lviv.ua/mpmm2018/Volume 3.pdf
118. Volodymyr Fedorchuk,
On Symmetry Reduction of the Eikonal Equation. Có÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè: çá³ðíèê
íàóêîâèõ ïðàöü ó 3-õ ò. /çà çàã. ðåä. À.Ì. Ñàìîéëåíêà òà Ð.Ì. Êóøí³ðà
[Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì.
ß.Ñ. ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2018. – Ò. 3. – p. 188. http://www.iapmm.lviv.ua/mpmm2018/Volume 3.pdf
119. Fedorchuk Vasyl, On
symmetry reduction and invariant solutions of some partial differential
equations. The 32nd International Colloquium on Group Theoretical Methods in
Physics (Group32) (9-13 July 2018, Czech Technical University in Prague, Czech
Republic). Book of Abstracts. - p. 23.,
http://kmlinux.fjfi.cvut.cz/~burdices/Group32/new-booklet.pdf
120. Vasyl Fedorchuk,
Volodymyr Fedorchuk, On classification of some non-singular manifolds in the
space M(1,3)xR(u) and symmetry reduction of the eikonal equation. The XII-th
International Conference of Differential Geometry and Dynamical Systems
(DGDS-2018) (30 August - 2 September 2018, the Callatis High-School in the city
Mangalia - Romania). Abstracts. - p. 1.,
http://www.mathem.pub.ro/dept/dgds-18/dgds-18.htm
121. Ôåäîð÷óê Â.Ì., Ôåäîð÷óê
Â.²., Ïðî ñèìåòð³éíó ðåäóêö³þ äåÿêèõ äèôåðåíö³àëüíèõ ð³âíÿíü ç ÷àñòèííèìè
ïîõ³äíèìè. VI Âñåóêðà¿íñüêà ìàòåìàòè÷íà êîíôåðåíöiÿ ³ìåí³ Á.Â. Âàñèëèøèíà "Íåëiíiéíi ïðîáëåìè àíàëiçó" (26-28 âåðåñíÿ 2018 ðîêó, Iâàíî-Ôðàíêiâñüê- Ìèêóëè÷èí). Òåçè äîïîâiäåé. Iâàíî-Ôðàíêiâñüê, Ïðèêàðïàòñüêèé íàö³îíàëüíèé óíiâåðñèòåò iì. Âàñèëÿ Ñòåôàíèêà,
2018, 63.
122. Ôåäîð÷óê Â.²., Ïðî
ñèìåòð³éíó ðåäóêö³þ òà ³íâàð³àíòí³ ðîçâ'ÿçêè ð³âíÿííÿ åéêîíàëà. VI Âñåóêðà¿íñüêà ìàòåìàòè÷íà êîíôåðåíöiÿ ³ìåí³ Á.Â. Âàñèëèøèíà "Íåëiíiéíi ïðîáëåìè àíàëiçó" (26-28 âåðåñíÿ 2018 ðîêó, Iâàíî-Ôðàíêiâñüê- Ìèêóëè÷èí). Òåçè äîïîâiäåé. Iâàíî-Ôðàíêiâñüê, Ïðèêàðïàòñüêèé íàö³îíàëüíèé óíiâåðñèòåò iì. Âàñèëÿ Ñòåôàíèêà,
2018, 64.
123. Vasyl Fedorchuk,
Volodymyr Fedorchuk, On classification of symmetry reductions for the
Euler–Lagrange–Born–Infeld equation // Symmetry and Integrability of Equations
of Mathematical Physics, International workshop on the occasion of the fortieth
anniversary of the Department of Applied Research (nowadays the Department of
Mathematical Physics) (December 21-24, 2018, Kyiv, Institute of Mathematics of
NAS of Ukraine). https://www.imath.kiev.ua/~appmath/Abstracts2018/Fedorchuk.html.
124. Vasyl Fedorchuk, and
Volodymyr Fedorchuk, On Classification of Symmetry Reductions for Partial
Differential Equations www.mdpi.com/2504-3900/2/1/85; Proceedings 2018, 2(1),
85; https://doi.org/10.3390/proceedings2010085
125. Prokip Volodymyr On
the similarity of matrices AB and BA // Ñó÷àñí³ ïðîáëåìè ìåõàí³êè òà
ìàòåìàòèêè: çá³ðíèê íàóêîâèõ ïðàöü ó 3-õ ò. / çà çàã.ðåä. À.Ñ. Ñàìîéëåíêà òà
Ð.Ì. Êóøí³ðà [Åëåêòðîííèé ðåñóðñ] // ²íñòèòóò ïðèêëàäíèõ ïðîáëåì ìåõàí³êè ³
ìàòåìàòèêè ³ì. ß.Ñ.
ϳäñòðèãà÷à ÍÀÍ Óêðà¿íè. – 2018. – Ò.3. – Ðåæèì äîñòóïó äî ðåñóðñó: www.iapmm.lviv.ua/mpmm2018. – C. 260–261.
126. Ïðîê³ï Â.Ì. Ïðî ñòðóêòóðó
ðîçâ’ÿçê³â ìàòðè÷íîãî ð³âíÿííÿ AX - XB = C // Ìàòåð³àëè
äîïîâ³äåé ̳æíàð. íàóê. êîíôåð. “Ñó÷àñí³ ïðîáëåìè ìàòåìàòè÷íîãî ìîäåëþâàííÿ,
îá÷èñëþâàëüíèõ ìåòîä³â òà ³íôîðìàö³éíèõ òåõíîëîã³é ”. гâíå , 2018. Ñ.138-139.
127. V.M. Prokip A note on
similarity of matrices // Book of abstracts of the International Scientific
Conference “Algebraic and geometric methods of analysis” (May 30 – June 4,
2018,
128. Petrychkovych Vasyl',
Dzhaliuk Nataliia Factorizations in the matrix ring and its subrings of the
block matrices // The Fourth Conference of Mathematical Society of the
129. Petrychkovych V.M.,
Dzhaliuk N.S. A bound on degrees of solutions of the matrix linear bilateral
polynomial equation // Book of abstracts of the XI International Algebraic
Conference in
130. Romaniv A.M. The Smith
normal form of the lest common multiples of one class of matrices // Book of
abstracts of the XI International Algebraic Conference in
131. Shavarovskii B.Z.
Improved triangular form of the matrix and its invariants // Book of abstracts
of the XI International Algebraic Conference in
132. Shchedryk V.P. Helmer
lemma for Bezout domains of stable range 1.5 // Book of abstracts of the XI
International Algebraic Conference in
133. Ðîìàí³â À. Ïðî ðîçêëàä ìàòðèö³ ç ïîâíî¿ ë³í³éíî¿ ãðóïè â äîáóòîê ìàòðèöü ç ïåâíèõ ¿¿ ï³äìíîæèí // Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2017”,
23–25 òðàâíÿ 2017ð., Ëüâ³â. – [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó:
(http://www.iapmm.lviv.ua/chyt2017/abstracts/Romaniv.pdf).
134. Prokip V.M. On
solvability of the matrix equation ÀÕ=XÂ over integral domains // Book of
abstracts of the XI International Algebraic Conference in
135. Ïðîê³ï Â.Ì. Ïðî ñóì³ñí³ñòü ñèñòåìè ìàòðè÷íèõ ð³âíÿíü AX = B ³ BY = A íàä êîìóòàòèâíèìè ê³ëüöÿìè // 13 ïðèñâÿ÷åíà 125 ð³÷÷þ â³ä äíÿ íàðîäæåííÿ Ñòåôàíà Áàíàõà. 30-31 áåðåçíÿ 2017. Ëüâ³â, Óêðà¿íà. Çá³ðíèê ìàòåð³àë³â êîíôåðåíö³¿. Ñ.65-66.
136.
Fedorchuk Vasyl. O klasyfikacji niskowymiarowych algebr Liego // Abstrakty Drugiej Ogόlnopolskej Konferencji
Naukowej "Oblicza Algebry II" (Krakόw, 1-4 czerwca, 2017), Uniwersytet Pedagogiczny im. KEN w Krakowie. − S. 15. − http:// algebra.up.krakow.pl/II/files/abstrakty. http://algebra.up.krakow.pl/II/files/abstrakty.pdf (Äîïîâ³äü
çðîáëåíà).
137. Fedorchuk
Vasyl, Fedorchuk Volodymyr. On Ñlassification of Symmetry Reductions for
Partial Differential Equations // Program and Abstract Book. Symmetry 2017: The
1st International Conference on Symmetry (16-18
October 2017, Parc Cientific de Barcelona,
138. Fedorchuk
V.M. , Fedorchuk V.I. On Classification
of Some Non-Singular Manifolds In the Space M(1,3) ×R(u). // BGL17: 10th
Bolyai-Gauss-Lobachevski Conference on Non-Euclidean Geometry and its
Applications. (Aug 20–26, 2017
139. Fedorchuk
V.M., Fedorchuk V.I. Classification of low-dimensional Lie Algebras // Book of
abstracts of the XI International Algebraic Conference in
140. Bilous A.
M. Effective duo rings // Book of
abstracts of the XI International Algebraic Conference in Ukraine dedicated to
the 75th anniversary of V.V.Kirichenko, July, 2017, Kyiv, Ukraine – P.23.
141. Ðîìàí³â À. Ôîðìà Ñì³òà íàéá³ëüøîãî ñï³ëüíîãî ä³ëüíèêà îäíîãî êëàñó
ìàòðèöü // Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2016”, 25–27 òðàâíÿ
2016ð., Ëüâ³â. – [Åëåêòðîííèé
ðåñóðñ]. – Ðåæèì äîñòóïó: (http://www.iapmm.lviv.ua/chyt2016/theses/Romaniv.pdf).
142. Ïðîêèï Â.Ì. Ñòðóêòóðà ìàòðèö
ðàíãà 1 íàä îáëàñòüþ
ãëàâíûõ èäåàëîâ îòíîñèòåëüíî ïðåîáðàçîâàíèÿ ïîäîáèÿ // Àëãåáðà è ëîãèêà. Òåçèñû
äîêëàäîâ Ìåæäóíàð. êîíô., ïîñâÿùåííîé 70-ëåòèþ Â. Ì. Ëåâ÷óêà Êðàñíîÿðñê, 24–29
èþëÿ 2016 ã. Ñ.63–64.
143. Ïðîê³ï Â.Ì. Ïðî ñèìåòðè÷í³
ðîçâ’ÿçêè ë³í³éíèõ ìàòðè÷íèõ ð³âíÿíü íàä îáëàñòþ ãîëîâíèõ ³äåàë³â // 12 Âiäêðèòà íàóêîâà êîíôåðåíöiÿ Iíñòèòóòó ïðèêëàäíî¿ ìàòåìàòèêè òà
ôóíäàìåíòàëüíèõ íàóê (IÌÔÍ). Çáiðíèê ìàòåðiàëiâ êîíôåðåíöi¿ 2–3 ÷åðâíÿ 2016 ðîêó (Ëüâiâ, Óêðà¿íà). Ñ.41–42.
144. Ïðîê³ï Â.Ì. Ïðî ñòðóêòóðó ñèìåòðè÷íèõ ðîçâ’ÿçê³â ìàòðè÷íîãî ð³âíÿííÿ ÀÕ= // Òåçè äîïîâ³äåé ì³æíàð. Êîíôåð.
“Ãåîìåòð³ÿ ³ òîïîëîã³ÿ â Îäåñ³-2016”. Îäåñà, 2-8 ÷åðâíÿ 2016. Ñ. 51.
145. Bilous A.M.
Simultaneous reduction of a pair of matrices over some class of duo rings// X International Algebraic Conference
in
146. Ladzoryshyn N.,
Petrychkovych V. On solutions of the matrix linear equations AX+YB=C over
quadratic rings // Book of abstracts of the X International Algebraic Conference
in Ukraine dedicated to the 70th anniversary of Yu. A. Drozd, August 20 – 27,
2015, Odessa. – Abstract. – Odessa: TES, 2015. – P. 61.
147. Ëàäçîðèøèí Í.Á. Ìàòðè÷í³ ë³í³éí³ îäíîñòîðîíí³ ð³âíÿííÿ íàä êâàäðàòè÷íèìè ê³ëüöÿìè // Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2015”, 26–28 òðàâíÿ, 2015ð., Ëüâ³â. – [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó:
(http://www.iapmm.lviv.ua/chyt2015/theses/Ladzoryshyn.pdf).
148. Andriy Romaniv On the
divisibility of the second-order matrices // 10th International
Skorobohatko mathematical, August 25–28,
2015. Book of abstract – Drohobych, Ukraine. – P. 135.
149. Ðîìàí³â À. Ïðî íàéá³ëüøèé ñï³ëüíèé ë³âèé ä³ëüíèê ìàòðèöü äðóãîãî ïîðÿäêó // Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2015”, 26–28 òðàâíÿ 2015ð., Ëüâ³â. – [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó: (http://www.iapmm.lviv.ua/chyt2015/theses/Romaniv.pdf).
150. B.Z. Shavarovskii. When polynomial matrices of second order semiscalarly are equivalent? // X International Algebraic Conference in Ukraine dedicated to the 70th anniversary of Yu. A. Drozd. August 20 – 27, 2015. Odessa, Ukraine. Abstracts. – P. 100.
151. Bogdan Shavarovskii/ On the canonical form a certain class of matrices of the second order with respect to the semiscalar equivalence // International V. Skorobohatko Mathematical Conference (August 25 – 28, 2015, Drohobych, Ukraine). Abstracts. Lviv –2015. P. 149.
152. Shchedryk V.P. Decomposition of general linear group and ring’s stable range // X International Algebraic Conference in Ukraine dedicated to the 70th anniversary of Yu. A. Drozd. August 20 – 27, 2015. Odessa, Ukraine. Abstracts. – P. 101.
153. Volodymyr Prokip. Solutions of a linear matrix equation XA0 = A1 with prescribed characteristic polynomials // Oblicza Algebry. Ogól-nopolska Konferencja Naukowa, Kraków, Poland (May 29 – 30, 2015 r.) – Ñ.33. http://algebra.up.krakow.pl http://algebra.up.krakow.pl/abstr-all-strona3.pdf?w=no
154. Prokip V.M. Solutions of the matrix equation XA0 = A1 over domains of principal ideals with prescribed characteristic polynomials // X Ìiæíàðîäíà àëãåáðà¿÷íà êîíôåðåíöiÿ â Óêðà¿íi ïðèñâÿ÷åíà 70-ði÷÷þ Þ. À. Äðîçäà. 20 – 27 ñåðïíÿ 2015 ð., Îäåñà, Óêðà¿íà. Òåçè äîïîâiäåé. – C.91.
155. Volodymyr Prokip. On common eigenvectors of two matrices over a principal ideal domain // ̳æíàð. ìàòåì. êîíô. ³ì. Â. ß. Ñêîðîáî-ãàòüêà, 25 – 28 ñåðïíÿ 2015 ð., Äðîãîáè÷, Óêðà¿íà. Òåçè äîïîâ. – Ñ. 129.
156. Vasyl Fedorchuk, Volodymyr Fedorchuk, On classification of reduced equations for the eikonal equation, International workshop in honor of 70th birthday of Anatoly Nikitin "Symmetry and Integrability of Equations of Mathematical Physics" (December 27−28, 2015, Kyiv), Institute of Mathematics of NAS of Ukraine, http://www.imath.kiev.ua/~appmath/Abstracts2015/FedorchukVas.pdf
157. V. Fedorchuk, V. Fedorchuk, On symmetry reduction and invariant solutions of some P(1,4)-invariant differential equations, Abstracts of the 14th Conference “Mathematics in Technical and Natural Sciences” (September 18-24, 2015, Kościelisko), Faculty of Applied Mathematics of AGH University of Science and Technology, Kraków, Poland.
158. Vasyl Fedorchuk, O niektórych zastosowaniach skończenie wymiarowych algebr Lie’go lokalnych grup Lie’go przekształceń punktowych, abstracty Ogólnopolskej Konferencji Naukowej "Oblicza Algebry" (Maj 29-31, 2015, Kraków), Uniwersytet Pedagogiczny im. KEN w Krakowie, http://algebra.up.krakow.pl/abstr-all-strona3.pdf, S.12.
159. Vasyl Fedorchuk, On classification of the non-conjugate subalgebras of the Lie algebra of the Poincare group P(1,4) and symmetry reduction of some differential equations, Book of abstracts of the International V.Skorobohatko Mathematical Conference (August 25-28, 2015, Drohobych, Ukraine), Pidstryhach Institut for Applied Problems of Mecanics and Matematics of NAS of Ukraine, p. 39.
160. Í.Á.Ëàäçîðèøèí. Ö³ëî÷èñåëüí³ ðîçâ’ÿçêè ìàòðè÷íîãî ä³îôàíòîâîãî ð³âíÿííÿ íàä êâàäðàòè÷íèìè ê³ëüöÿìè // Êîíôåðåíö³ÿ ìîëîäèõ ó÷åíèõ “ϳäñòðèãà÷³âñüê³ ÷èòàííÿ – 2014”, 28–30 òðàâíÿ, 2014 ð., Ëüâ³â. – [Åëåêòðîííèé ðåñóðñ]. – Ðåæèì äîñòóïó: (http://www.iapmm.lviv.ua/chyt2014/theses/Ladzoryshyn.pdf).
161. Ladzoryshyn N.B. The integral solutions of bilateral linear matrix equations over quadratic rings // International Algebraic Conference dedicated to 100th anniversary of L.A. Kaluzhnin. Book of Abstracts. Jule 7–12, 2014. Kyiv.– P. 52.
162. Petrychkovych V.M., Dzhaliuk N.S. Structure of solutions of the matrix Diofantine polynomial equations // International Algebraic Conference dedicated to 100th anniversary of L.A. Kaluzhnin. Book of Abstracts. Jule 7–12, 2014. Kyiv. – P. 29.
163.
Romaniv A.M. On the least common right multiples of matrices over an
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184. Ôåäîð÷óê Â.Ì., Ôåäîð÷óê Â.²., Ñèìåòð³éíà ðåäóêö³ÿ äåÿêèõ êëàñ³â äèôåðåíö³àëüíèõ ð³âíÿíü òà êëàñèô³êàö³ÿ íèçüêîðîçì³ðíèõ íåñïðÿæåíèõ ï³äàëãåáð àëãåáðè ˳ ãðóïè Ïóàíêàðå P(1,4). V Âñåóêðà¿íñüêà íàóêîâà êîíôåðåíöiÿ "Íåëiíiéíi ïðîáëåìè àíàëiçó" (19-21 âåðåñíÿ 2013 ðîêó, Iâàíî-Ôðàíêiâñüê). Òåçè äîïîâiäåé. Iâàíî-Ôðàíêiâñüê, Ïðèêàðïàòñüêèé íàö³îíàëüíèé óíiâåðñèòåò iì. Âàñèëÿ Ñòåôàíèêà, 2013, 74.
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200. Prokip
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202. Romaniv
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203. Ðîìàí³â À.Ì. Ïðî ôîðìó Ñì³òà íàéá³ëüøîãî
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208. Vasyl Fedorchuk, Volodymyr Fedorchuk, Invariant
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â³äíîñíî äåÿêèõ íåñïðÿæåíèõ ï³äãðóï ãðóïè Ïóàíêàðå P(1,4) // Ñó÷àñí³ ïðîáëåìè
ìåõàí³êè òà ìàòåìàòèêè. – Ëüâ³â, 2008 ð. – Ò. 3. – Ñ. 166-167.
262. Ôåäîð÷óê Â.Ì. Ïðî
çàñòîñóâàííÿ íååêâ³âàëåíòíèõ ôóíêö³îíàëüíèõ áàçèñ³â äèôåðåíö³àëüíèõ ³íâàð³àíò³â
äîâ³ëüíîãî ñê³í÷åííîãî ïîðÿäêó ëîêàëüíèõ ãðóï ˳ òî÷êîâèõ ïåðåòâîðåíü äëÿ
ïîáóäîâè òà äîñë³äæåííÿ äèôåðåíö³àëüíèõ ð³âíÿíü // IV Âñåóêðà¿íñüêà íàóêîâà êîíôåðåíöiÿ
"Íåëiíiéíi ïðîáëåìè àíàëiçó" (10-12 âåðåñíÿ 2008 ðîêó,
Iâàíî-Ôðàíêiâñüê). Òåçè äîïîâiäåé. Iâàíî-Ôðàíêiâñüê, Ïðèêàðïàòñüêèé
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263. Ôåäîð÷óê Â.². Ïðî
çàñòîñóâàííÿ íååêâ³âàëåíòíèõ ôóíêö³îíàëüíèõ áàçèñ³â äèôåðåíö³àëüíèõ ³íâàð³àíò³â
ïåðøîãî ïîðÿäêó íåñïðÿæåíèõ ï³äãðóï ãðóïè Ïóàíêàðå P(1,4) äëÿ ïîáóäîâè êëàñ³â
äèôåðåíö³àëüíèõ ð³âíÿíü ïåðøîãî ïîðÿäêó â ïðîñòîð³ M(1,3)xR(u) // IV
Âñåóêðà¿íñüêà íàóêîâà êîíôåðåíöiÿ "Íåëiíiéíi ïðîáëåìè àíàëiçó" (10-12
âåðåñíÿ 2008 ðîêó, Iâàíî-Ôðàíêiâñüê). Iâàíî-Ôðàíêiâñüê, Ïðèêàðïàòñüêèé
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265. Øàâàðîâñüêèé Á. Ïðî
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ìíîæíèêàìè // Ñó÷àñí³ ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè. – Ëüâ³â, 2008 ð. – Ò. 3.
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266. Ùåäðèê Â. Ïðî îäíîñòîðîííþ
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267. Shchedryk V. P. On
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àëãåáðàè÷åñêàÿ êîíôåðåíöèÿ, ïîñâÿùåííàÿ 100-ëåòèþ ñî äíÿ ðîçäåíèÿ À.Ã. Êóðîøà.
Òåçèñû äîêëàäîâ. Ì.: Èçäàòåëüñòâî ìåõàíèêî-ìàòåìàòè÷åñêîãî ôàêóëüòåòà ÌÃÓ,
268. Ïàâëèê Ê.Ï. Íàï³âòîïîëîã³÷í³
ðîçøèðåííÿ Áðàêà-Ðåéë³ íàï³âòîïîëîã³÷íèõ íàï³âãðóï // Ñó÷àñí³ ïðîáëåìè ìåõàí³êè
òà ìàòåìàòèêè. – Ëüâ³â, 2008 ð. – Ò. 3. – Ñ. 194-196.
269. Kateryna Pavlyk and
Oleg Gutik Countably compact primitive topological inverse semigroups //
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270. Ïðîê³ï Â.Ì. Ïðî
ä³àãîíàë³çîâàí³ñòü ìàòðèöü íàä îáëàñòþ ãîëîâíèõ ³äåàë³â // Òåçè äîïîâ³äåé
“Ãåîìåòð³ÿ â Îäåñ³”.- Îäåñà , 2008 ð.- Ñ. 61- 62.
271. Ïðîê³ï Â.Ì. Ïðî
ä³àãîíàë³çîâàí³ñòü ìàòðèöü ç ì³í³ìàëüíèì êâàäðàòè÷íèì ìíîãî÷ëåíîì // Ñó÷àñí³
ïðîáëåìè ìåõàí³êè òà ìàòåìàòèêè. – Ëüâ³â, 2008 ð. – Ò. 3. – Ñ.200-201.
272. Shavarovs’kii B. On
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273. Fedorchuk Vasyl M.,
Fedorchuk Volodymyr I. On classification of the four-dimensional decomposable
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6th International Algebraic Conference in
274. Prokip V. About the
uniqueness solution of the matrix polynomial equation // 6th International
Algebraic Conference in
275. Shchedryk V.,. Mel’nyk
O. On canonical diagonal form of matrices product // 6th International
Algebraic Conference in
276. Dzhalyuk N.,
Petrychkovych V. Factorizations of partitioned matrices and solutions of linear
matrix equations // 6th International Algebraic Conference in
277. Petrychkovych V. On
factorizations of matrices over some classes ofrings // International
conference ASADE, Chisineu, August 21-23, 2007. - P.108-109.
278. Gutik O. V. , Pavlyk
K. P. Topological Brandt λ^0-extensions
and H-closed topological semigroups // 6th International Algebraic Conference
in
279. Zelisko V.,
Ladzoryshyn N., On equivalence and factorization of matrices over quadratic
rings // 6th International Algebraic Conference in
280. Romaniv A., On regular
divisors of polynomial matrices // 6th International Algebraic Conference in
281. Äæàëþê Í.Ñ., Ïåòðè÷êîâè÷
Â.Ì. Ôàêòîðèçàö³¿ êë³òêîâî-òðèêóòíèõ ö³ëî÷èñåëüíèõ ìàòðèöü // ̳æíàðîäíà
ìàòåìàòè÷íà êîíôåðåíö³ÿ ³ì. Â.ß. Ñêîðîáàãàòüêà. Äðîãîáè÷, Óêðà¿íà, 24-28
âåðåñíÿ 2007. Òåçè äîïîâ³äåé. – Ëüâ³â, 2007. – Ñ. 88.
282. Øàâàðîâñüêèé Á.Ç.
Ðîçâ’ÿçóâàííÿ äåÿêèõ ìàòðè÷íèõ ð³âíÿíü // ̳æíàðîäíà ìàòåìàòè÷íà êîíôåðåíö³ÿ
³ì. Â.ß. Ñêîðîáàãàòüêà. Äðîãîáè÷, Óêðà¿íà, 24-28 âåðåñíÿ 2007. Òåçè äîïîâ³äåé.
– Ëüâ³â, 2007. – Ñ. 297.
283. Ùåäðèê Â.Ï. Ïðî ä³ëüíèêè
ìíîãî÷ëåííèõ ìàòðèöü // ̳æíàðîäíà ìàòåìàòè÷íà êîíôåðåíö³ÿ ³ì. Â.ß.
Ñêîðîáàãàòüêà. Äðîãîáè÷, Óêðà¿íà, 24-28 âåðåñíÿ 2007. Òåçè äîïîâ³äåé. – Ëüâ³â,
2007. – Ñ. 303.
284. Fedorchuk Vasyl M,
Fedorchuk Volodymyr I. On classification of the four-dimensional decomposable
non-conjugate subalgebras of the Lie algebra of the Poincare group P(1,4) //
6th International Algebraic Conference in
285. Ôåäîð÷óê Â.Ì. Ïðî ïîáóäîâó òà äîñëiäæåííÿ äåÿêèõ êëàñiâ äèôåðåíöiàëüíèõ ðiâíÿíü ç íåòðèâiàëüíîþ ñèìåòðiºþ // Òåçè äîï. Ìiæíàð. ìàò. êîíô. iì. Â.ß. Ñêîðîáîãàòüêà, 24–28 âåðåñíÿ 2007, Äðîãîáè÷,
Óêðà¿íà.– Ëüâiâ: Ií-ò. ÏÏÌÌ iì. ß.Ñ. Ïiäñòðèãà÷à ÍÀÍ Óêðà¿íè, 2007.– Ñ. 277.
286. Ôåäîð÷óê Â.Ì. Ïðî êëàñè
äèôåðåíöiàëüíèõ ðiâíÿíü ïåðøîãî ïîðÿäêó, iíâàðiàíòíi âiäíîñíî äåÿêèõ ïiäãðóï
ãðóïè Ïóàíêàðå P(1,4) // Òåçè äîï. Ìiæíàð. ìàò. êîíô. iì. Â.ß. Ñêîðîáîãàòüêà,
24–28 âåðåñíÿ 2007, Äðîãîáè÷, Óêðà¿íà.–Ëüâiâ: Ií-ò. ÏÏÌÌ iì. ß.Ñ. Ïiäñòðèãà÷à
ÍÀÍ Óêðà¿íè, 2007.–Ñ. 278.
287. Ïàâëèê Ê. Ï. Òîïîëîã³÷í³
ðîçøèðåííÿ Áðàêà-Ðåéë³ òîïîëîã³÷íèõ íà³âãðóï // Fifth Summer School “Algebra,
Topology and Analysis”, Lviv-Kozyova, August 6-18, 2007. Invited Lectures and Abstracts of
Research Reports. – Lviv-Kozyova, 2007. – P. 57-59.
288. Gutik O. V. and Pavlyk
K. P. On Brandt λ^0-Extensions of Topological
Semigroups with Zero // Forth Summer School “Algebra, Topology, Functional and
Stochastic Analysis”, Lviv-Kozyova, July 17-29, 2006. Invited Lectures and
Abstracts of Research Reports. – Lviv-Kozyova, 2006. – P. 139-142.
289. Prokip V. On
similarity of a matrix and its transpos // International Conference on Radicals
ICOR-2006, July 30 – August 5, 2006,
290. Ïðîê³ï Â. Ì. Î LU
ôàêòîðèçàöèè ìíîãî÷ëåííûõ ìàòðèö // ̳æíàðîäíèé ñåì³íàð “Ãåîìåòð³ÿ â Îäåñ³”.
Òåçè äîïîâ³äåé. – Îäåñà, 2006 – Ñ. 139-140.
291. Ïðîê³ï Â. Ì. Ïðî ä³ëüíèêè
òðèêóòíèõ ìíîãî÷ëåííèõ ìàòðèöü // Îäèíàäöÿòà ì³æíàðîäíà êîíôåðåíö³ÿ ³ìåí³
àêàäåì³êà Ì. Êðàâ÷óêà, 18-20 òðàâíÿ 2006 ðîêó, Êè¿â. Ìàòåð³àëè êîíôåðåíö³¿. –
Êè¿â, 2006. – Ñ. 562.
292. Ïðîê³ï Â. Ì. Ïðî ïîä³áí³ñòü
òà åêâ³âàëåíòí³ñòü áëî÷íî òðèêóòíèõ òà áëî÷íî ä³àãîíàëüíèõ ìàòðèöü // VII
̳æíàðîäíà êîíôåðåíö³ÿ “Ìàòåìàòè÷í³ ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ ñòðóêòóð”.
20-23 âåðåñíÿ
293. Ïðîêèï Â. Ì. Î âçàèìíîé
ïðîñòîòå ìàòðèö íàä îáëàñòüþ ãëàâíûõ èäåàëîâ // 5-ÿ íàó÷íàÿ êîíôåðåíöèÿ
“Ëîìîíîñîâñêèå ÷òåíèÿ”, ÌÃÓ. – Ìîñêâà, 2006. – Ñ. 160.
294. Fedorchuk Vasyl,
Fedorchuk Volodymyr, On some Applications of Invariant of Continuous Subgroups
of the Poincare Group P(1,4) in Mathematical Physics //
295. Fedorchuk Vasyl M.,
Fedorchuk Volodymyr I. On functional bases of the first-order differential
invariants for non conjugate subgroups of the Poincare group P(1,4)//
296. Øàâàðîâñüêèé Á. Ç. Ïðî ïîä³áí³ñòü òà êâàç³ä³àãîíàëüíó åêâ³âàëåíòí³ñòü ìàòðèöü òà ¿õ íàáîð³â // Îäèíàäöÿòà ì³æíàðîäíà êîíôåðåíö³ÿ ³ìåí³ àêàäåì³êà Ì. Êðàâ÷óêà, 18-20 òðàâíÿ 2006 ðîêó, Êè¿â. Ìàòåð³àëè êîíôåðåíö³¿.
– Êè¿â, 2006. – Ñ. 654.
297. Shavarovs’kii B. On
the block-diagonal equivalence of matrices // International Conference on
Radicals ICOR-2006, July 30- August 5, 2006,
298. Ùåäðèê Â.Ï. Äåÿê³ ³íâàð³àíòè
ïåðåòâîðþâàëüíèõ ìàòðèöü // VII ̳æíàðîäíà íàóêîâà êîíôåðåíö³ÿ “Ìàòåìàòè÷í³
ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ ñòðóêòóð”. 20-23 âåðåñíÿ
299. Shchedryk V.
Unilateral equivalence of singular martices and singular divisors of matrices
// International Conference on Radicals ICOR-2006, July 30 - August 5, 2006,
300. Gutik O.V. On linearly
ordered H-closed topological semilattices // Êîíôåðåíö³ÿ ìîëîäèõ â÷åíèõ ³ç ñó÷àñíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì. àêàäåì³êà ß.Ñ. ϳäñòðèãà÷à. Ëüâ³â, 24-27 òðàâíÿ 2005ð. Òåçè äîïîâ³äåé. –
Ëüâ³â, 2005. – Ñ. 245-246.
301. Gutik O.V. and Pavlyk K.P.
On compact semitopological semigroups of matrix units // Êîíôåðåíö³ÿ ìîëîäèõ
â÷åíèõ ³ç ñó÷àñíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì. àêàäåì³êà ß.Ñ.
ϳäñòðèãà÷à. Ëüâ³â, 24-27 òðàâíÿ 2005 ð. Òåçè äîïîâ³äåé. – Ëüâ³â, 2005. – Ñ.
247-248.
302. Gutik O.V. On H-closed
topological semilattices // 5th International Algebraic Conference in
303. Gutik O.V. and Pavlyk
K.P. On absolutely H-closed topological semigroups and Brandt λ^0-extensions // 5th International Algebraic
Conference in
304. Gutik O. and Pavlyk K.
Pseudo-compact semitopological semigroups of matrix units // Third Summer
School in Algebra, Analysis and Topology. Lviv-Kozyova, August 9-20, 2005.
Invited Lectures and Abstracts of Research Reports. – Lviv, 2005. – P. 137-139.
305. Äæàëþê Í.Ñ. Ïðî òðèêóòíó ïîä³áí³ñòü ìàòðèöü // Êîíô. ìîëîäèõ ó÷åíèõ ³ç ñó÷àñíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì. àêàäåì³êà ß.Ñ. ϳäñòðèãà÷à. Òåçè äîïîâ³äåé. – Ëüâ³â, 2005. – Ñ. 236-237.
306. Petrychkovych V.M.
Generalized equivalence of matrices and its collections and factorization of
matrices over rings // 5th International Algebraic Conference in
307. Prokip V. On common
divisors of matrices over principal ideal domain // 5th International Algebraic
Conference in
308. Fedorchuk Vasyl,
Fedorchuk Volodymyr, On symetry reduction of some new classes of the
first-order differential equations in the space M(1,4)xR(4) //
309. Shavarovs’kii B.Z. On
similarity of some collection of matrices // 5th International Algebraic
Conference in
310. Shchedryk V.P. Some
determinant properties of matrices // 5th International Algebraic Conference in
311. Ãóò³ê Î.Â. , ˳âà÷ Þ.Ì.
Çàíóðåííÿ òîïîëîã³÷íèõ íàï³âãðóï // Êîíôåðåíö³ÿ ìîëîäèõ â÷åíèõ ç ñó÷àñíèõ
ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì. àêàäåì³êà ß.Ñ. ϳäñòðèãà÷à, Ëüâ³â, 24-26
òðàâíÿ 2004 ð. Òåçè äîïîâ³äåé. – Ëüâ³â, 2004. – Ñ. 65-66.
312. Gutik O.V. and Pavlyk K.P.
On 0-simple initially τ-compact topological inverse semigroups //
Êîíôåðåíö³ÿ ìîëîäèõ â÷åíèõ ç ñó÷àñíèõ ïðîáëåì ìåõàí³êè ³ ìàòåìàòèêè ³ì.
àêàäåì³êà ß.Ñ. ϳäñòðèãà÷à, Ëüâ³â, 24 26 òðàâíÿ 2004 ð. Òåçè äîïîâ³äåé. –
Ëüâ³â, 2004. – Ñ. 179-181.
313. Gutik O.V. and Pavlyk
K.P. Compact congruence-free topological semigroups // International Conference
"Geometric Topology: Infinite-Dimensional Topology, Absolute Extensors,
Applications". Lviv,
May 26-30, 2004. Book of Abstracts. – Lviv, 2004. – P. 24-26.
314. Gutik O. and Pavlyk K.
On compact congruence-free topological inverse semigroups // International
Conference dedicated to the 125-th anniversary of Hans Hahn, Chernivtsi,
Ukraine, June 27 – July 3, 2004. Book of abstracts. – Chernivtsi, 2004. – P. 128-130.
315. Gutik O. Topological
inverse semigroups // II Summer School in Algebra and Topology, Dolyna, August
2-14, 2004. Programs of Invited Lectures and Abstracts of Research reports. –
Lviv-Dolyna, 2004. – P. 6.
316. Pavlyk K.P. Absolutely
H-closed topological semigroups and Brandt λ–extensions // II-à ë³òíÿ øêîëà ç àëãåáðè ³ òîïîëî㳿. Programs of Invited Lectures and Abstracts of
Research reports. – Lviv-Dolyna, 2004. – P. 28-30.
317. Ïåòðè÷êîâè÷ Â., Äæàëþê Í.
Ïðî ñï³ëüí³ ä³ëüíèêè òà âçàºìíó ïðîñòîòó ö³ëî÷èñåëüíèõ ìàòðèöü // ̳æíàðîäíà
ìàòåìàòè÷íà êîíôåðåíö³ÿ ³ì. Â.ß. Ñêîðîáàãàòüêà, 27 âåðåñíÿ – 1 æîâòíÿ 2004 ð.,
ì. Äðîãîáè÷. Òåçè äîïîâ³äåé. – Ëüâ³â, 2004. – Ñ. 170.
318. Prokip V. On common
divisors of matrices over principal ideal domain // 13th IWMS 2004. August 2004, Poland, Poznan`. Abstract. –
Poznan`, 2004. – P. 23.
319. Prokip V.M. On equivalence
relation of polynomial matrices // Ìàòåðèàëû Àëãåáðèè÷åñêîé êîíôåðåíöèè. – Ì.:
Èçä. ìåõ.-ìàò. ôàê. ÌÃÓ, 2004. – Ñ. 256-257.
320. Ïðîêèï Â.Ì. Î ðàçðåøèìîñòè
ëèíåéíûõ ìàòðè÷íûõ óðàâíåíèé // Àëãåáðà, ëîãèêà è êèáåðíåòèêà. Ìàòåðèàëû
ìåæäóíàð. êîíôåðåíöèè. Èðêóòñêèé ãîñ. Óíèâåðñèòåò. – Èðêóòñê, 2004. – Ñ. 89–91.
321. Ôåäîð÷óê Â.Ì., Ôåäîð÷óê Â.².
Ïðî äèôåðåíö³àëüí³ ð³âíÿííÿ ïåðøîãî ïîðÿäêó â ïðîñòîð³ M(1,4)xR(u) ç
íåòðèâ³àëüíèìè ñèìåòð³ÿìè // Äåñÿòà ̳æíàðîäíà íàóêîâà êîíôåðåíö³ÿ ³ìåí³
àêàäåì³êà Ì.Êðàâ÷óêà. 13 –15 òðàâíÿ 2004 ðîêó, Êè¿â. Ìàòåð³àëè êîíôåðåíö³¿. –
Êè¿â, 2004. – Ñ.313.
322. Fedorchuk V.M.,
Fedorchuk V.I. Symmetry Reduction of Some Closses of the First-Order
Differential Equations in the Space M(1,4)xR(u) // XI Slovak–Polish–Czech.
math. school. June
2-5, 2004, Ruzomherok. Book of abstract. – Ruzomherok, 2004. – P. 13.
323. Øàâàðîâñüêèé Á.Ç.
Áëî÷íî-ä³àãîíàëüíà ïîä³áí³ñòü ìàòðèöü ñïåö³àëüíî¿ áóäîâè // Äåñÿòà ̳æíàðîäíà
íàóêîâà êîíôåðåíö³ÿ ³ìåí³ àêàäåì³êà Ì.Êðàâ÷óêà. 13 –15 òðàâíÿ 2004 ðîêó, Êè¿â.
Ìàòåð³àëè êîíôåðåíö³¿. – Êè¿â, 2004. – Ñ. 553.
324. Banakh T.O., Gutik
O.V. and Rajagopalan M. Compatible algebraic structures on scattered compacta
// V Iberoamerican Conference on General Topology and its Applications. CITA-2003, Lorca, June 10-14, 2003. – P.
61.
325. Banakh T., Gutik O.
and Rajagopalan M. Compatible algebraic structures on scattered compacta // IV
International Algebraic Conference in
326. Gutik Î. and Livach Yu. Embeddings of semigroups into nilpotent-generated
semigroups // IV ̳æíàðîäíà íàóêîâà êîíôåðåíö³ÿ ”Ìàòåìàòè÷í³ ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ ñòðóêòóð”. Ìàòåð³àëè. – Ëüâ³â, 2003. – C. 487-488.
327. Gutik Î. and Pavlyk K.
Topological Brandt λ^0-extensions of topological semigroups with zero //
IV ̳æíàðîäíà íàóêîâà êîíôåðåíö³ÿ ”Ìàòåìàòè÷í³ ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ
ñòðóêòóð”. Ìàòåð³àëè. – Ëüâ³â, 2003. – C. 489-490.
328. Gutik Î.V. and Pavlyk K.P. On H-closed topological semigroups and Brandt λ^0-extensions // International Conference
"Complex Analysis and its applications", May 26-29, 2003. Abstracts. – Lviv, 2003. – P. 29-30.
329. Gutik O.V. On H-closed
topological semigroups // 1-a ë³òíÿ øêîëà ç òîïîëîã³÷íî¿ àëãåáðè ³
ôóíêö³îíàëüíîãî àíàë³çó, Ëüâ³â-Êîçåâà, 22-31 ëèïíÿ 2003ð. – Ëüâ³â, 2003. – Ñ.
23-24.
330. Gutik O.V. and Pavlyk
K.P. On Brandt λ^0-extensions of semigroups with
zero // IV International Algebraic Conference in
331. Gutik O.V. On some
topological version of the Rees quotient Theorem // ̳æíàð. íàóê. êîíô. „Øîñò³ Áîãîëþáîâñüê³ ÷èòàííÿ”, ×åðí³âö³, 26-30 ñåðïíÿ 2003 ð. – Êè¿â, 2003.
– Ñ. 280.
332.
333. Ïåòðè÷êîâè÷ Â. Ïðî
ñòàíäàðòíó ôîðìó ïàðè ìàòðèöü òà ¿õ ñï³ëüí³ ä³ëüíèêè // VI ̳æíàðîäíà íàóêîâà
êîíôåðåíö³ÿ ”Ìàòåìàòè÷í³ ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ ñòðóêòóð”. Ëüâ³â, 26-29
òðàâíÿ 2003 ð. – Ëüâ³â, 2003. – C. 535-537.
334. Petrychkovych V.M.
Standard forms of matrices and its collections with respect to various
equivalences and its applications // 4th International Algebraic Conference in
335. Ïðîê³ï Â.Ì. Ïðî ïîä³ëüí³ñòü
ìàòðèöü íàä îáëàñòþ ãîëîâíèõ ³äåàë³â // VI ̳æíàðîäíà íàóêîâà êîíôåðåíö³ÿ
”Ìàòåìàòè÷í³ ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ ñòðóêòóð”. Ëüâ³â, 26-29 òðàâíÿ 2003
ð. – Ëüâ³â, 2003. – Ñ. 482–484.
336. Ïðîê³ï Â.Ì., Êîëÿäà Ð.Â.,
Ìåëüíèê Î.Ì. Ïðî ñòðóêòóðó ìàòðèöü íàä àäåêâàòíèì ê³ëüöåì // VI ̳æíàðîäíà
íàóêîâà êîíôåðåíö³ÿ ”Ìàòåìàòè÷í³ ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ ñòðóêòóð”.
Ëüâ³â, 26-29 òðàâíÿ 2003 ð. – Ëüâ³â, 2003. – Ñ. 485- 486.
337. Prokip V. On a class
of divisors of polynomial matrices over integer domains // 4th International
Algebraic Conference in
338. Fedorchuk V.M.,
Fedorchuk V.I. On construction first-order differential equations in the space
M(1,3)xR(4) with non trivial symmetries // X Polish-Chech. Mathematical school.
Poraj, June 4-7, 2003. – Book of abstracts,
339. Ôåäîð÷óê Â.Ì., Ôåäîð÷óê Â ².
Ïðî ïîáóäîâó ìàòåìàòè÷íèõ ìîäåëåé ç íåòðèâ³àëüíîþ ñèìåòð³ºþ // IV ̳æíàðîäíà
íàóêîâà êîíôåðåíö³ÿ ”Ìàòåìàòè÷í³ ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ ñòðóêòóð”.
Ëüâ³â, 26-29 òðàâíÿ 2003. – Ëüâ³â, 2003. – C. 503-504.
340. Fedorchuk V.M.,
Fedorchuk V.I. On differential first-order differential invariants of the
continuous subgroups of the Poincare group P(1,4) // 4th International
Algebraic Conference in
341. Ôåäîð÷óê Â.Ì. Ïðî äåÿê³ çàñòîñóâàííÿ ³íâàð³àíò³â ï³äãðóï ãðóïè Ïóàíêàðå P(1,4) // ²²² Âñåóêðà¿íñüêà íàóêîâà êîíôåðåíö³ÿ “Íåë³í³éí³ ïðîáëåìè àíàë³çó”. ²â.-Ôðàíê³âñüê, 9-12 âåðåñíÿ 2003 ðîêó.
Òåçè äîïîâ³äåé. – ²â.-Ôðàíê³âñüê: Ïðèêàðïàòñüêèé óí-ò ³ì. Â.Ñòåôàíèêà , 2003. –
Ñ. 106.
342. Øàâàðîâñüêèé Á. Ïðî
ïîä³áí³ñòü òà íàï³âñêàëÿðíó åêâ³âàëåíòí³ñòü ìàòðè÷íèõ ìíîãî÷ëåí³â // IV
̳æíàðîäíà íàóêîâà êîíôåðåíö³ÿ ”Ìàòåìàòè÷í³ ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ
ñòðóêòóð”. Ëüâ³â, 26-29 òðàâíÿ 2003. – Ëüâ³â, 2003. – C. 554-555.
343. Shavarovs`kyj B.Z.
Similarity invariants of the collection of matrices of order 2k with k
identical elementary divisors // 4th International Algebraic Conference in
344. Ùåäðèê Â. Äåÿê³ ³íâàð³àíòè
ïåðåòâîðþâàëüíèõ ìàòðèöü // IV ̳æíàðîäíà íàóêîâà êîíôåðåíö³ÿ ”Ìàòåìàòè÷í³
ïðîáëåìè ìåõàí³êè íåîäíîð³äíèõ ñòðóêòóð”. Ëüâ³â, 26-29 òðàâíÿ 2003. – Ëüâ³â,
2003. – C. 481-482.
345. Shchedryk V.P.
Divisors of matrices over elementary divisor ring // 4th International
Algebraic Conference in
346. Banakh T.O., Gutik
O.V. On the continuity of the inversion in countably compact inverse
topological semigroups // Int. Conf. on Functional Analysis and its
Applications Dedicated to the 110th anniversary of Stefan Banach. Lviv, Ukraine, May, 28-31, 2002. Books of
Abstracts. – Lviv, 2002. – P.25-26.
347. Banakh T.O., Gutik O.V. On a
counterpart of Franklin Theorem for topological semigroups // ³äêðèòà
íàóêîâî-òåõí³÷íà êîíôåðåíö³ÿ ìîëîäèõ íàóêîâö³â ³ ñïåö³àë³ñò³â
Ô³çèêî-ìåõàí³÷íîãî ³íñòèòóòó ³ì. Ã. Â. Êàðïåíêà “Ïðîáëåìè êîðîç³éíî ìåõàí³÷íîãî
ðóéíóâàííÿ, ³íæåíåð³ÿ ïîâåðõí³, ä³àãíîñòè÷í³ ñèñòåìè ³ ñèãíàëè”. Ëüâ³â, 15-17
òðàâíÿ 2002ð. Ëüâ³â, 2002. – P. 153-155.
348. Guran I.Yo., Gutik O.V. The
bicyclic semigroup and countably compact topological inverse semigroups //
³äêðèòà íàóêîâî-òåõí³÷íà êîíôåðåíö³ÿ ìîëîäèõ íàóêîâö³â ³ ñïåö³àë³ñò³â
Ô³çèêî-ìåõàí³÷íîãî ³íñòèòóòó ³ì. Ã.Â. Êàðïåíêà “Ïðîáëåìè êîðîç³éíî ìåõàí³÷íîãî
ðóéíóâàííÿ, ³íæåíåð³ÿ ïîâåðõí³, ä³àãíîñòè÷í³ ñèñòåìè ³ ñèãíàëè”. Ëüâ³â, 15-17
òðàâíÿ 2002ð. Ëüâ³â, 2002. – P. 149-152.
349. O.V. Gutik, and K.P.
Pavlyk On H-closed topological semigroups and Brandt λ-extensions // International Mathematical
Conference honoring D.A. Grave's 100th year since the begining of his work at
350. Gutik O.V., Pavlyk
K.P. Topological Brandt λ-extensions
of absolutely H-closed topological inverse semigroups // International
Algebraic Conference Dedicated to the memory of Z.I. Borevich, St. Petersburg,
Russia, September 17-23, 2002. – Abstracts of reports. –
351. Horbachuk O.L.,
352. Petrychkovych V.M. The
standard form of a pair of matrices and their divisors and common divisors //
̳æí. ìàòåì. êîíô. ïðèñâ’ÿ÷åíà ñòîð³÷÷þ â³ä ïî÷àòêó ðîáîòè Ä.Î. Ãðàâå
(1863-1939) â Êè¿âñüêîìó óí³âåðñèòåò³. – Êè¿â, 2002. – Ñ. 39-40.
353. Petrychkovych V.M. On
factorizations of matrices over ring // International Algebraic Conference
Dedicated to the memory of Z.I.Borevich,
354. Ïðîê³ï Â.Ì. Ïðî ñòðóêòóðó
ä³ëüíèê³â ìàòðèöü íàä àäåêâàòíèì ê³ëüöåì // ̳æí. ìàòåì. êîíô., ïðèñâ’ÿ÷åíà
ñòîð³÷÷þ â³ä ïî÷àòêó ðîáîòè Ä.Î. Ãðàâå (1863-1939) â Êè¿âñüêîìó óí³âåðñèòåò³. –
Êè¿â, 2002. – Ñ. 117-118.
355. Ïðîêèï Â.Ì. Ñðóêòóðà ìàòèö è èõ äåëèòåëåé íàä àäåêâàòíûì êîëüöîì //
International Algebraic Conference Dedicated to the memory of Z.I. Borevich,
356. Ôåäîð÷óê Â.Ì., Ôåäîð÷óê Â.I.
Ïðî äèôåðåíöiàëüíi ðiâíÿííÿ ïåðøîãî ïîðÿäêó â ïðîñòîði M(1,3)xR(u) ç
íåòðèâiàëüíèìè ñèìåòðiÿìè // Äåâ'ÿòà ìiæíàðîäíà íàóêîâà êîíôåðåíöiÿ iì. àêàä.
Ì. Êðàâ÷óêà, Êè¿â, 16–19 òðàâíÿ, 2002. Ìàòåðiàëè êîíôåðåíöi¿.– Êè¿â: ÍÒÓÓ
"ÊÏI". – 2002.– C. 201.
357. Fedorchuk V.Ì., Fedorchuk
V.I. O niektorych zastosowaniach niesprzezonych podalgebr algebry Lie'go
uogolnionej grupy Poincare P(1,4) // Zastosowania algebry VI (Zakopane -
Jaszczurowka, 25 lutego – 3 marca 2002). – Czestochowa: WSP w Czestochowie. –
2002.
358. Fedorchuk V.M.,
Fedorchuk V.I. Some new differential equations of the first-order in the space
M(1,3)xR(u) with given symmetry groups. // Functional Analysis and its
Applications: Proc. Int. Conf. Dedicated to the 110th anniversary of Stefan
Banach, Lviv, May 28–31, 2002. – Lviv: Lviv Ivan Franko National University,
Pidstryhach Inst. for Appl. Probl. of Mech. and Math. – 2002.– P. 69.
359. Fedorchuk V.M.,
Fedorchuk V.I. On Differential Invariants of First- and Second-Order of the
Splitting Subgroups of the Generalized Poincare Group P(1,4) // Symmetry in
Nonlinear Mathematical Physics: Proc. 4th Int. Conf. (Ukr. Math. Congr.
Dedicated to 200th Anniversary of Mykhailo Ostrohrads'kyi), Kyiv, 9–15 July,
2001.– Part 1.– Kyiv: Inst. of Math. of NAS of
360. Fedorchuk V.M.,
Fedorchuk V.I. On construction of the first-order differential equations in the
space M(1,4)x R(u) with non trivial symmetry groups // The Int. Math. Conf.
Honoring O.A. Graves's 100th year since the beginning of his work at Kyiv
University, Kyiv, 17–22 June, 2002. – Kyiv: Inst. of Math. of NAS of
361. Fedorchuk V.M.,
Fedorchuk V.I. First-order differential invariants of the splitting subgroups
of the Poincare group P(1,4), 4rd // Conf. "Geometry and Topology of
Manifolds", Krynica, April 29 to May 4, 2002. –
362. Fedorchuk V. On new
differential equations of the first-order in the Space M(1,4)xR(u) with
nontrivial symmetries, 9th //
363. Shchedryk V.P.
Nonassociative divisors of matrices over elementary divisor ring //
International Algebraic Conference Dedicated to the memory of Z.I.Borevich,