## On the distance between adjacent zeros of solutions of first order differential equations with distributed delays

- Hassan A. El-MorshedyB, Emad R. Attia, Gergely Röst
- 2016

1 Excerpt

- Published 2005 in Mathematical and Computer Modelling

In this paper distribution of zeros of solutions to functional equations in the spaces of discontinuous functions is studied. It will be demonstrated that oscillation properties of functional equations are determined by the spectral radius of a corresponding operator acting in the space of essentially bounded functions. Distances between zeros of solutions are estimated.

@article{Domoshnitsky2005DistributionOZ,
title={Distribution of zeros of solutions to functional equations},
author={Alexander Domoshnitsky and Michael Drakhlin and Ioannis P. Stavroulakis},
journal={Mathematical and Computer Modelling},
year={2005},
volume={42},
pages={193-205}
}