Description
The conference is devoted to various investigations motivated by the notion of Hyers-Ulam stability and related issues. The participants are invited to give talks on:
- stability of difference, differential, functional, and integral equations
- stability of inequalities and other mathematical objects
- hyperstability and superstability
- various (direct, fixed point, invariant mean, etc.) methods for proving Ulam’s type stability results
- generalized (in the sense of Aoki and Rassias, Bourgin and Găvruţa) stability
- stability on restricted domains and in various (metric, Banach, non-Archimedean, fuzzy, quasi-Banach, etc.) spaces
- relations between Ulam’s type stability and fixed point results
Moreover, some lectures on other related topics will be provided. This time, a special session on dynamical systems is planned.