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Dainis Zeps

Senior researcher at Institute of Mathematics and
Computer Science, Latvian University

Lecturer at
Faculty of Theology, Latvian University

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Latest Publications

- M theoretical physics 1972
- M math. 1994
- M philology 1995
- Dr math. 1998

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1. On the results of testing the algorithm to find the planar part of graph in random graphs, Kaunas, N13, 1981.

2. Testing of the algorithm to find a planar part in the graph, Vilnius, 1982, 5pp.

3. Exhaustive search algorithm to find Hamiltonian Cycle in Graphs, EIK, 16, 1-3, Berlin, Akademie-Verlag, 1982, 69 - 75.

4. Packet of Programs of graph theoretical algorithms: planarity and implementation of the graph, Novosibirsk, 1982, 4pp.

5. On the Dynamic Partitioning of the Graph in Three connected Components, Republican Fund of Algorithms and Programs, Inv. N. UA0003Riga, 1984, 16pp.

6. (with J. Kratochvil, Prague) On the Minimum Number of Hamiltonian Cycles in Triangulations, KAM MFF UK, N15, Prague, 1986., 8pp.

7. (with J. Kratochvil, Prague) On Hamiltonian cycles in Two Triangle graphs, Acta Universitatis Carolinae, Vol.28, Prague, 1987, 73-78.

8. (with J. Kratochvil, Prague) On the Number of Hamiltonian cycles in Triangulations, Journ. Graph Theory, Vol.12, No.2, USA, 1988, 191-194.

9. The triconnectivity considered dynamically. Prague, KAM MFF UK, N 90-168, Prague, 1990., 6pp.

10. (with J. Dambitis) An Overview of Three Works of E. Grinbergs in Graph theory and Combinatorics, Acta Universitatis Latviensis, 588, Mathematics, 1993, 7-14.

11. (with P. Kikusts) Graphs on surfaces, Conf. LMS, Riga, 1994.

12. Graphs with rotation in permutation technique, KAM Series, N 94-274, 1994, Prague, Charles University, 8pp.

13. Graphs as rotations, KAM Series, 96-327, Prague, 1996, 9pp.

14. Graphs with rotations II: partial maps, unpublished, 1996, 11pp

15. Graphs with rotations: partial maps, KAM Series, DIMATIA, 97-365, 1996, 12pp.

16. The use of the combinatorial map theory in graph topological computations , KAM Series, DIMATIA, 97-364, Prague, 1997, 8pp.

17. Free minor closed classes and the Kuratowski theorem, KAM Series DIMATIA, 98-409, Prague, 1998, pp.

18. Using Combinatorial Maps in Graph topological Computations , KAM Series, DIMATIA, 99-438, Prague, 1999, 11pp.

19. Kuratowski theorem from below, in Acta Societatis Mathematicae Latviensis, No3, 2000, pp. 69-70.

20. Trying to Prove Kuratowski Theorem from Below, KAM Series, DIMATIA, 2000-489, Prague, 2000, 11pp.

21. On Free Minor Closed Classes of Graphs Outside Planarity, KAM Series, DIMATIA, 2001-543, Prague, 2001, 11pp.

22. Latin Dictionary Tools in Internet, Human Language technologies, the Baltic Perspective, 1st Baltic conference, Riga, April 2004, pp179-182.

23. Free Planar Graphs on Torus, in Acta Societatis Mathematicae Latviensis, No6, 2004, pp. ..-...

24. Free Planar Graphs on Torus: examining triconnected graphs for unbounded augmentability, KAM Series, DIMATIA, 2004-699, Prague, 2004, 8pp.

25. Classical and quantum self-reference systems in physics and mathematics, KAM Series, DIMATIA, 2007-807, Prague, 2007, 18pp.

26. 4-Critical Wheel Graphs Of Higher Order, poster in EuroComb 2007, 6 pp.

**Pedagogical Works in Philology:**

[New Testament Greek. Texts for work in classroom] Jaunas Deribas sengrieku (koine) valoda. Teksti darbam auditorija, ‘Svetdienas Rits’, Riga, 1991, 45 lpp.

[New Testament Greek. Texts for work in classroom] Jaunas Deribas sengrieku (koine) valoda. Teksti darbam auditorija, WORD Doc., Riga, 1991, 160 lpp.

[Exercises in NT Greek] Vingrinajumi Jaunas
Deribas sengrieku valoda, 1. 2. dala,

‘Luteriska Mantojuma Fonds’, Riga, 1995, 117
lpp.

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© Dainis Zeps, University of Latvia, Institute of Mathematics and Computer Science