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List of Contributions
The following lectures were delivered during the workshop:
| 1. | Aguerrea, Maitere | Talca, Chile | Presentation |
| | Existence and uniqueness of positive traveling fronts in reaction-diffusion equations with
spatio-temporal delays |
| 2. | Ashordia, Malkhaz | Tbilisi, Georgia |
| | On a two-point boundary value problem for systems of linear generalized ordinary
differential equations with singularities |
| 3. | Astashova, Irina | Moscow, Russia | Presentation |
| | On special solutions to Emden-Fowler type differential equations |
| 4. | Evtukhov, Vjacheslav | Odessa, Ukraine | Presentation |
| | Asymptotic representations of solutions of differential equations with regularly
varying nonlinearities |
| 5. | Evtukhov, Vjacheslav | Odessa, Ukraine | Presentation |
| | Asymptotic representations of solutions of essentially nonlinear cyclic systems of
ordinary differential equations (presentation of results of Elena Vladova and Oleg
Shlyepakov) |
| 6. | Hakl, Robert | Brno, Czech Republic | Presentation |
| | On the dimension of the solution set to the homogeneous
linear differential equation with argument deviations |
| 7. | Kiguradze, Ivan | Tbilisi, Georgia | Presentation |
| | Nonlinear nonlocal boundary value problems for singular in a phase variable
second order differential equations |
| 8. | Kiguradze, Ivan | Tbilisi, Georgia |
| | Monotone solutions of the Cauchy problem for singular in phase variables nonlinear
ordinary differential equations |
| 9. | Lomtatidze, Alexander | Brno, Czech Republic |
| | Positive periodic solutions of second-order linear differential equations |
| 10. | Opluštil, Zdeněk | Brno, Czech Republic | Presentation |
| | Some oscillation criteria for second-order linear delay differential equations |
| 11. | Partsvania, Nino | Tbilisi, Georgia |
| | The nonlinear Kneser problem for singular in phase variables second order nonlinear
differential equations |
| 12. | Řehák, Pavel | Brno, Czech Republic | Presentation |
| | Nonlinear differential systems and regularly varying functions |
| 13. | Tvrdý, Milan | Praha, Czech Republic | Presentation |
| | Generalized linear differential equations in a Banach space (Kurzweil-Stieltjes integral
and its applications) |
| 14. | Zamora, Manuel | Granada, Spain | Presentation |
| | Periodic and quasi-periodic motions of a relativistic particle under a central force
field with applications to scalar boundary periodic problems |
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