Bakalaura studiju programmas - Daugavpils Universitāte
Bakalaura studiju programmas - Daugavpils Universitāte
Bakalaura studiju programmas - Daugavpils Universitāte
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12. F. Sadyrbaev. Multiplicity in parameter-dependent problems for ordinary differential equations. –<br />
Abstracts of the 14th International Conference Mathematical Modelling and Analysis,<br />
<strong>Daugavpils</strong>, Latvia, May 27 – 30, 2009, p. 67.<br />
13. P. Daugulis. Design and analysis of ODE models with variable time delays for tumour<br />
development. – Abstracts of the 14th International Conference Mathematical Modelling and<br />
Analysis, <strong>Daugavpils</strong>, Latvia, May 27 – 30, 2009, p. 21.<br />
2008.<br />
1. A. Gritsans, F. Sadyrbaev. Time map formulae and their applications. LU MII Zinātn. Raksti.<br />
Matemātika. Diferenciālvienādojumi. – 8. Sējums (2008), 72 – 93.<br />
2. A.Ya. Lepin, F. Sadyrbaev. Positive solutions for three-point boundary value problems. LU MII<br />
Zinātn. Raksti. Matemātika. Diferenciālvienādojumi. – 8. Sējums (2008), 104 – 110.<br />
3. I. Yermachenko , F. Sadyrbaev. Solvability of nonlinear BVPs for two-dimensional systems. LU<br />
MII Zinātn. Raksti. Matemātika. Diferenciālvienādojumi. – 8. Sējums (2008), P. 144. [Abstracts<br />
of the 66th conference of University of Latvia, Section ”Natural sciences, mathematics and<br />
computer science”, Subsection „Boundary value problems for ordinary differential Equations”]<br />
4. A. Gritsans, F. Sadyrbaev. On nonlinear Fučík type spectra. Math. Modelling and Analysis,<br />
Vilnius, V.13, N.2., 2008, 203-210. [ISSN 1392-6292, Thomson Reuters Master Journal List]<br />
5. A. Gritsans, F. Sadyrbaev. Two-parametric nonlinear eigenvalue problems. E. J. Qualitative<br />
Theory of Diff. Equ., Proc. 8'th Coll. Qualitative Theory of Diff. Equ., No. 10. (2008), pp. 1-14.<br />
[ISSN: HU ISSN 1417-3875, Thomson Reuters Master Journal List]<br />
6. A. Gritsans, F. Sadyrbaev. Nonlinear spectra for Fučík type problems with the Neumann<br />
boundary conditions. Acta Soc. Math. Latv., Book of abstracts of the7th Latvian Mathematical<br />
Conference, Rēzekne, April 18-19, 2008, p. 21.<br />
7. I. Yermachenko, Types of solutions to boundary value problems for Ф-Laplacian equation. –<br />
Abstracts of the 7th Latvian Mathematical Conference, Rēzekne, April 18 – 19, 2008, p. 48.<br />
8. A. Gritsans, F. Sadyrbaev. Nonlinear spectra: the Neumann problem. Book of abstracts of the<br />
MMA2008 & AMOE2008, June 4-7, 2008, Tartu (Kääriku), p 36.<br />
9. I. Yermachenko, Two-point boundary value problems at resonance. – Abstracts of the 13th<br />
International Conference Mathematical Modelling and Analysis, Tartu (Kaariku), Estonia, June 4<br />
– 7, 2008, p. 102.<br />
10. I. Yermachenko, Multiple solutions of the BVP for two-dimensional system by extracting linear<br />
parts and quasilinearization. Mathematical Modelling and Analysis, vol. 13, Nr.1 (2008), pp 303-<br />
312.<br />
2007.<br />
1. I. Yermachenko, On solvability of the BVPs for the fourth order Emden - Fowler equation.<br />
– Mathematical Modelling and Analysis, vol. 12, Nr.2 (2007), pp 267 – 276.<br />
2. I. Yermachenko, On the BVPs for Ф-Laplacian type equation. – Abstracts of the Workshop on<br />
Differential Equations, Hejnice, Czech Republic, September 16 – 20, 2007, p. 25.<br />
3. I. Yermachenko. Multiple solutions of nonlinear BVPs by quasilinearization process, –<br />
Proceedings of the International Conference Equadiff 11, (Bratislava, Slovakia, July 25 – 29,<br />
2005), 2007, pp 577– 587. (CD - version ISBN 978-80-227- 2624-5)<br />
(http://www.iam.fmph.uniba.sk/equadiff/)<br />
4. I. Yermachenko, F. Sadyrbaev, Multiplicity of solutions to two-point BVPs for -Laplacian<br />
equations. – Abstracts of the International Conference “Equadiff 2007”, Vienna, Austria, August
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