Czech-Israeli Workshop on Functional Differential Equations

Speakers

Berezansky, Leonid

Ben Gurion University of the Negev

On stability of equation of the first order with positive and negative coefficients

brznsky@math.bgu.ac.il

Čermák, Jan

Brno University of Technology

Stability switches in linear autonomous differential systems with a constant delay

cermak.j@fme.vutbr.cz

Domoshnitsky, Alexander

Ariel University

Asymptotic properties and stability of second order delay differential equations

adom@ariel.ac.il

Gamliel, Dan

Ariel University

Quasi-steady state in a delay differential equation with pulses

dang@ariel.ac.il

Hakl, Robert

IM CAS

Bounded solutions to systems of nonlinear functional differential equations

hakl@math.cas.cz

Landsman, Guy

Bar Ilan University

Positivity of Green's functions of impulsive boundary value problems

guy.lendesman@live.biu.ac.il

Lomtatidze, Alexander

IM CAS and Brno University of Technology

Periodic, bounded and unbounded solutions to the second order ordinary differential equations

lomtatidze@fme.vutbr.cz

López Somoza, Lucía

Universidade de Santiago de Compostela

Green's functions for the Hill's equation

lucia.lopez.somoza@usc.es

Maghakyan, Abraham

Ariel University

Stability of second order delay differential equations, method of Azbelev's W-transform

mabraham@ariel.ac.il

Mukhigulashvili, Sulkhan

IM CAS and Brno University of Technology

Two-point BVPs for the 4th order nonlinear ODEs at resonance

mukhig@math.cas.cz

Opluštil, Zdeněk

Brno University of Technology

On oscillation and non-oscillation of certain two-dimensional system of nonlinear differential equations

oplustil@fme.vutbr.cz

Řehák, Pavel

IM CAS

Asymptotic formulae for solutions of half-linear differential equations

rehak@math.cas.cz

Ribakov, Yuri

Ariel University

Using optimal control with bilinear inequality constraints for semi-active signal shaping

Rontó, András

IM CAS

Constructive analysis of boundary value problems with parametrisation techniques

ronto@math.cas.cz

Šremr, Jiří

Brno University of Technology

On the unique solvability of the Darboux problem for linear hyperbolic functional-differential equations

sremr@fme.vutbr.cz