INVITED LECTURES

     The invited lectures which will last 30 minutes each (25 minutes for presentation and 5 minutes for discussion) are as follows:

 

1.     N. Alikakos, Continuum limits of particles interacting via diffusion. (Thu. 4, Sess. I, 12:30 – 13:00)

2.     I. Antoniou, Statistical analysis of evolution equations (Thu. 4, Sess. III, 12:30 – 13:00)

3.     G. Barbatis, Improved $L^p$ Hardy inequalities. (Tue. 2, Sess. I, 12:00 – 12:30)

4.     A. Charalambopoulos, Scattering of elastic waves from infinite surfaces. (Thu. 4, Sess. II, 12:00 – 12:30)

5.     G. Dassios, Anisotropic effects in magnetoenchephalography. (Thu. 4, Sess. II, 11:30 – 12:00)

6.     D. Dimitrov, Electrostatics, Lamé differential equation and zeros of orthogonal polynomials. (Tue. 2, Sess. III, 12:00 – 12:30)

7.     Z. Dosla, Some aspects of nonlinear second order differential and difference equations. (Fri. 5, Sess. II, 9:00 – 9:30)

8.     O. Dosly, Symplectic and Hamiltonian systems: Transformations and oscillation theory. (Mon. 1, Sess. II, 12:30 – 13:00)

9.     S. Filippas, Hardy – Sobolev inequalities and critical heat kernel estimates. (Tue. 2, Sess. I, 12:30 – 13:00)

10. A. Georgescu, Dynamics and bifurcation in biological and economical dynamics. (Fri. 5, Sess. III, 11:00 – 11:30)

11. M. Grammaticopoulos, 3D – Protter’s problem for the wave equation: singularities of the solutions. (Thu. 4, Sess. I, 12:00 – 12:30)

12. M. Grillakis, (Fri. 5, Sess. I, 9:30 – 10:00)

13. J. Gryspolakis, On the existence of periodic cycles on the boundary of a maximal domain of linearization of a polynomial. (Thu. 4, Sess. III, 11:30 – 12:00)

14. I. Gyori, Stability results in population model equations. (Fri. 5, Sess. II, 10:00 – 10:30)

15. A. Himonas, Analyticity of the Cauchy problem for an integrable evolution equation. (Mon. 1, Sess. I, 12:30 – 13:00)

16. K. Karanikas, Limit behavior of measurement unitary evolution - Zeno type effect on certain wavelet subspaces. (Thu. 4, Sess. III, 12:00 – 12:30)

17. D. Kravaritis, Nonlinear monotone operators and evolution inclusions in Hilbert spaces (Fri. 5, Sess. I, 11:30 – 12:00)

18. W. Kryszewski, Solution sets to constrained differential equations in Banach spaces with applications. (Fri. 5, Sess. I, 9:00 – 9:30)

19. A. Laforgia, Means of special functions. (Fri 5, Sess. II, 11:30 – 12:00)

20. A. Lomtatidze, On bounded solutions of functional differential equations. (Tue. 2, Sess. II, 12:00 – 12:30)

21. S. Ntouyas, Neutral functional differential inclusions: A survey of recent developments. (Tue. 2, Sess. II, 11:30 – 12:00)

22. V. Papanikolaou, The Periodic Euler-Bernoulli Equation. (Fri. 5, Sess. I, 11:00 – 11:30)

23. G. Papaschinopoulos, Boundedeness and asymptotic behavior of the solutions of a fuzzy difference equation. (Fri. 5, Sess. II, 9:30 – 10:00)

24. P. E. Ricci, Generalizations of the Bernoulli and Appell polynomials. (Tue. 2, Sess. III, 12:30 – 13:00)

25. N. Stavrakakis, Global Existence, Blow-Up and Stability Results for Quasilinear Nonlocal Kirchoff Strings on $R^{N}$. (Fri. 5, Sess. I, 10:00 – 10:30)

26. J. Stavroulakis, Oscillation criteria for functional differential equations. (Tue. 2, Sess. II, 12:30 – 13:00)

27. I. Stratis, Propagation of electromagnetic waves in complex media: a time-domain analysis. (Thu. 4, Sess. II, 12:30 – 13:00)

28. A. Tertikas, Optimizing Hardy inequalities. (Tue. 2, Sess. I, 11:30 – 12:00)

29. A. Tzavaras, Diffusive N-waves and metastability in Burgers equation. (Thu. 4, Sess. I, 11:30 – 12:00)

30. E. van Doorn, On orthogonal polynomials and infinite systems of first order linear differential equations. (Mon. 1, Sess. III, 12:30 – 13:00)

31. J. Vosmansky, Zeros and related quantities of some Sturm – Liouville functions. (Tue 2, Sess. III, 11:30 – 12:00)