Conference on Ulam's Type Stability
July 4-9, 2016
Cluj-Napoca, Romania
List of Talks
- Nutefe Kwami AGBEKO, Further developments of Ulam-Hyers stability in lattice context,
- Laddawan AIEMSOMBOON, Generalized some hyperstability of the general linear equation by using Brzdęk's fixed point theorem,
- Cristian ALECSA, Iterative algorithms through admissible perturbations for multi-valued operators in hyperbolic spaces,
- Roman BADORA, Remarks on approximate multiplicative mappings,
- Anna BAHYRYCZ, Hyperstability of general linear functional equation on restricted domain,
- Abasalt BODAGHI, Ulam's type stability of various mixed functional equations,
- Zoltán BOROS, Approximate convexity with respect to a subfield,
- Monica BOTA, Ulam-Hyers stability of the coupled fixed point problem in b-metric spaces,
- Janusz BRZDĘK, Ulam stability and fixed points,
- Liviu CĂDARIU, Fixed points and generalized Ulam-Hyers stability of a functional equation,
- Marija CVETKOVIC, Fixed point theorems of Perov type,
- Ajda FOŠNER, On approximate derivations,
- Ioan GOLET, On the Ulam stability of some functional equations in fuzzy normed spaces,
- Liliana GURAN, Existence and Ulam-Hyers stability for $\alpha_{\ast}-\phi$ weakly contractive multivalued operators on KST spaces,
- Eliza JABŁOŃSKA, Ulam's stability of a generalization of the Fréchet functional equation,
- Erdal KARAPINAR, A result on Ulam-Hyers stability via fixed point theory,
- Zbigniew LEŚNIAK, On the stability of a generalized Fréchet functional equation with constant coefficients,
- Adrian MAGDAS, Best proximity problems for cyclic multivalued operators,
- Dorel MIHEŢ, Hicks-type probabilistic contractions and stability of functional equations,
- Andrzej OLBRYŚ, On approximately t-Wright convex functions,
- Jolanta OLKO, On stability of an equation of multi-additive-quadratic mappings,
- Diana OTROCOL, Ulam-Hyers stability of differential equation with maxima,
- Paweł PASTECZKA, Lower estimation of the difference among quasi-arithmetic means,
- Adrian PETRUŞEL, Ulam-Hyers stability for coupled fixed point problems,
- Ioan RAŞA, Ulam stability for some linear differential operators,
- Themistocles M. RASSIAS, On the life and work of S. M. Ulam and D. H. Hyers: A personal perspective,
- Jens SCHWAIGER, On the completion of normed spaces via the stability of the Cauchy equation,
- Marcel-Adrian SERBAN, Stability of multi-step fixed point iterative methods,
- Justyna SIKORSKA, Stability problem for some class of equations for set-valued functions,
- Wutiphol SINTUNAVARAT, On new generalized hyperstability of generalized linear functional equations along with fixed point results and modified Brzdęk's method,
- Árpád SZÁZ, Generalizations of an asymptotic stability theorem of Bahyrycz, Páles and Piszczek,
- Roman YAVICH, Stability and oscillation properties of equations with memory,