RESEARCH SEMINARS

     The invited lectures which will last 20 minutes each (15 minutes for presentation and 5 minutes for discussion) are as follows:

 

1.     M. Bartusek, On noncontinuable solutions. (Tue 2, Sess I, 17:00 – 17:20)

2.     S. Belmehdi, Integral representation of the solutions to Heun biconfluent equation. (Tue 2, Sess III, 17:20 – 17:40)

3.     E. Camouzis, Asymptotic behavior and existence of solutions of $x_{n+1}=p+{x_{n-1}\over x_{n}}$. (Thu. 4, Sess. II, 15:30 – 15:50)

4.     L. Celechovska, Mathematical model of the human liver and the quasilinearization method. (Mon. 1, Sess. III, 15:50 – 16:10)

5.     J. Cermak, The pantograph equation and its generalization. (Tue 2, Sess I, 17:20 – 17:40)

6.     C. Cesarano, Miscellaneous results on Chebyshev polynomials. (Tue 2, Sess III, 15:30 – 15:50)

7.     J. P. Chehab, (Fri 5, Sess. II, 12:00 – 12:20)

8.     A. Cwiszewski, Equilibria for perturbations of m – accretive operators on closed sets.( Thu 4, Sess. I, 17:40 – 18:00)

9.     J. Diblik, Anti – Lyapunov method for systems of discrete equations. (Thu. 4, Sess. II, 16:10 – 16:30)

10. A. Domoshnitsky, On oscillation and asymptotic properties of functional PDE. (Thu. 4, Sess. III, 15:30 – 15:50)

11. V. Durikovic, On the solutions of nonlinear initial-boundary value problems. (Thu. 4, Sess. III, 15:50 – 16:10)

12. J. Elbert, (Fri 5, Sess. I, 12:00 – 12:20)

13. D. Ellinas, Group theory of quasi probability volumes of Wigner function. (Mon. 1, Sess. III, 15:30 – 15:50)

14. M. H. Farahi, A new approach to solve separable P. D. E.’s by using measure theory. (Thu. 4, Sess. I, 17:00 – 17:20)

15. R. Hakl, On the solvability and unique solvability of a boundary value problem for first order functional differential equations. (Thu. 4, Sess. III, 16:10 – 16:30)

16. A. Hashemi Borzabadi, Solving of a class of nonlinear difference equations by measure theory. (Thu. 4, Sess. II, 17:00 – 17:20)

17. H. Ioannidou, Solitons; the quanta of the new century? (Fri. 5, Sess. III, 12:00 – 12:20)

18. A. Ivanov, Periodic solutions of a three – dimensional system with delay.(Thu. 4, Sess. I, 17:40 – 18:00)

19. J. Kalas, Nonuniqueness theorem for a singular Cauchy – Nicoletti problem. (Tue 2, Sess I, 17:40 – 18:00)

20. A. V. Kamyad, A linear programming approach to the controllability of time –varying systems. (Thu. 4, Sess. II, 17:40 – 18:00)

21. C. G. Kokologiannaki, Monotonicity results on the zeros of q- associated polynomials. (Tue 2, Sess III, 16:10 – 16:30)

22. R. Korhonen, The value distribution of the derivatives of the Painleve transcendents (Tue 2, Sess II, 17:20 – 17:40)

23. A. Mamurian, On a degenerate elliptic Lavrentiev type equations and BVP. (Thu. 4, Sess. I, 17:20 – 17:40)

24. R. Medina, Accurate estimates for the solutions of  difference equations. (Mon. 1, Sess. II, 15:50 – 16:10)

25. D. Medkova, Which solutions of the third problem are bounded? (Mon. 1, Sess. I, 15:50 – 16:10)

26. M. Miyake, Structure of formal solutions to first order nonlinear singular partial differential equations in complex domain. (Mon. 1, Sess. I, 16:10 – 16:30)

27. M. Ohmiya, Darboux – Lame equation and isomonodromic deformation. (Tue 2, Sess II, 17:40 – 18:00)

28. B. Palumbo. On some inequalities for the product of the gamma functions. (Tue 2, Sess III, 15:50 – 16:10)

29. E. N. Petropoulou, On non-linear ordinary difference equations arising in numerical schemes. (Mon. 1, Sess. II, 16:10 – 16:30)

30. A. Ponossov, Stabilizing differential equations by hybrid feedback controls. (Thu. 4, Sess. I, 15:50 – 16:10)

31. A. Poulkou, Sampling and interpolation theories and boundary value problems. (Thu 4, Sess III, 17:40 – 18:00)

32. A. Prykarpatsky, Homology structure of ergodic measures related with nonautonomous Hamiltonian systems. (Mon. 1, Sess. III, 16:30 – 16:50)

33. I. Rachunkova, Existence results for higher order singular boundary value problems. (Tue 2, Sess II, 16:10 – 16:30)

34. P. Rehak, Comparison theorems for linear dynamic equations on time scales. (Thu. 4, Sess. I, 16:10 – 16:30)

35. A. Reinfelds, Equivalence of nonautonomous differential equations in a Banach space. (Tue 2, Sess I, 15:30 – 15:50)

36. C. Schinas, On the system of two difference equations $x_{n+1}=\sum+{i=0}^{k-1}{A_{i}\over y_{n-i}^{p_{i}}}+{1\over y_{n-k}^{p_{k}}}, $y_{n+1}=\sum+{i=0}^{k-1}{B_{i}\over x_{n-i}^{q_{i}}}+{1\ove r x_{n-k}^{q_{k}}}. (Thu. 4, Sess. II, 15:50 – 16:10)

37. A. Shindiapin, On resolvability of systems of singular functional – differential equations in Martsenkevich – type spaces. (Thu. 4, Sess. III, 17:00 – 17:20)

38. M. Sifi, Generalized variation problem of Weinstein for the Dunkl operator on the real line. (Tue 2, Sess III, 17:20 – 17:40)

39. B. Slezak, The relation between the properties of the local and global solutions. (Thu. 4, Sess. I, 15:30 – 15:50)

40. G. Smyrlis, Nonlinear partial differential equations with non – smooth potential. (Mon. 1, Sess. I, 15:30 – 15:50)

41. J. Sremr, On a two point boundary value problem for first order linear differential equations with deviating argument. (Tue 2, Sess II, 15:30 – 15:50)

42. S. Stanek, On higher order singular boundary value problems. (Tue 2, Sess II, 15:50 – 16:10)

43. G. Stefanidou, Some results concerning two fuzzy difference equations.(Mon. 1, Sess. II, 15:30 – 15:50)

44. M. Stojanovic, Nonlinear Schrödinger equation with singular potential and singular data (Mon. 1, Sess. I, 16:30 – 16:50)

45. A. Szawiola, Influence of deviated arguments on oscillation of solutions of differential equations. (Tue 2, Sess I, 15:50 – 16:10)

46. M. Tvrdy, Impulsive periodic boundary value problem and topological degree. (Thu. 4, Sess. III, 17:20 – 17:40)

47. E. Tzirtzilakis Biomagnetic fluid flow in a 3D channel. (Mon. 1, Sess. II, 16:30 – 16:50)

48. P. Vafeas, Comparison of differential representations for radialy symmetric Stokes flow. (Mon. 1, Sess. III, 16:10 – 16:30)

49. L. Velazquez, Differential equations for classical matrix orthogonal polynomials (Tue 2, Sess III, 17:00 – 17:20)

50. K. Vlachou, Exact solutions of the semi-infinite Toda lattice with applications to the inverse spectral problem.(Tue. 2, Sess. II, 17:00 – 17:20)

51. J. Werbowksi, Conditions for the oscillation of solutions of iterative equations. (Tue 2, Sess I, 16:10 – 16:30)