List of Talks

1. Mirosław ADAMEK, On a generalization of sandwich type theorems,
2. Ádám BESENYEI, The irresistible inequality of Milne,
3. Mihály BESSENYEI, The contraction principle in extended context,
4. Zoltán BOROS, Schwarz inequality over groups,
5. Pál BURAI, On certain Schur-convex functions,
6. Jacek CHMIELIŃSKI, Approximate Birkhoff orthogonality,
7. Jacek CHUDZIAK, Zero utility principle as a quasideviation mean,
8. Włodzimierz FECHNER, On some functional inequalities for lattice-valued mappings,
9. György GÁT, Marcinkiewicz and triangular Fej\'er means of Walsh-Fourier series,
10. Roman GER, On a problem of Navid Safaei,
11. Attila GILÁNYI, On computer assisted methods related to investigations of some inequalities and equations,
12. László HORVÁTH, Sharp Gronwall-Bellman type integral inequalities with delay,
13. Witold JARCZYK, Convex functions in abelian semigroup setting,
14. Tibor KISS, Reducible means and reducible convexity properties,
15. Milica KLARICIC BAKULA, Jensen-Steffensen inequality: old and new,
16. József KOLUMBÁN, Is the Minty variational problem is a dual of an optimization problem?,
17. Judit KOSZTUR, On conditionally polynomial functions,
18. László LOSONCZI, Multidiagonal matrices,
19. Judit MAKÓ, On strongly convex functions,
20. Gyula MAKSA, Remarks on Hosszú's inequality,
21. Janusz MATKOWSKI, On some applications of a sandwich theorem,
22. Flavia-Corina MITROI-SYMEONIDIS, Convexity and sandwich theorems,
23. Jacek MROWIEC, On higher-order Wright-convex functions and Jensen-convex functions,
24. Gergő NAGY, Order preserving maps on structures of linear operators,
25. Noémi NAGY, Approximate convexity with respect to a subfield,
26. Kazimierz NIKODEM, Some inequalities for strongly convex functions,
27. Andrzej OLBRYŚ, On a generalized version of a support theorem for Jensen-convex functions,
28. Zsolt PÁLES, On cyclic inequalities with two-variable generators,
29. Paweł PASTECZKA, Hardy property among invariant means,
30. Milan PETRIK, New sufficient condition for Mulholland inequality,
31. Michael PLUM, A computer-assisted existence proof for Emden's equation on an unbounded L-shaped domain,
32. Bella POPOVICS, Convex structures induced by Chebyshev systems,
33. Teresa RAJBA, On strongly delta-convex functions of higher order,
34. Maciej SABLIK, A characterization of polynomial functions,
35. Árpád SZÁZ, Generalizations of a restricted stability theorem of Losonczi on Cauchy differences to generalized cocycles,
36. László SZÉKELYHIDI, Spherical spectral synthesis,
37. Éva SZÉKELYNÉ RADÁCSI, A new characterization of convexity with respect to Chebyshev systems,
38. Patrícia SZOKOL, Transformations preserving norms of means of nonnegative functions,
39. Csaba VINCZE, On computable classes of equidistant sets,
40. Peter VOLKMANN, A fixed point theorem for monotone operators in ordered Banach spaces,
41. Szymon WĄSOWICZ, Ohlin's Lemma as a tool in the theory of inequalities,
42. Alfred WITKOWSKI, New faces of the Hermite-Hadamard inequality,