Retour


Publications (9)


Article dans des revues


Variational principles in non metrizable spaces. Julian Revalski, P.S. Kenderov. S. Kenderov. Variational principles in non metrizable spaces. TOP, 2012, 20 (2), pp.467-474. ⟨hal-00756770⟩
Best approximation problems in compactly uniformly rotund spaces. Julian Revalski, N.V. Zhivkov. V. Zhivkov. Best approximation problems in compactly uniformly rotund spaces. J. Convex Anal., 2012, 19 (4), pp.1201. ⟨hal-00756785⟩
Variational principles and topological games. Julian Revalski, M.M. Choban P.S. Kenderov. M. Choban P.S. Kenderov. Variational principles and topological games. Topology and its Appl., 2012, 159 (17), pp.3550-3562. ⟨hal-00756774⟩


Article dans des revues


Small sets in best approximation theory. Julian Revalski, N.V. Zhivkov. V. Zhivkov. Small sets in best approximation theory. Journal of Global Optimization, 2011, 50, pp.77-91. ⟨hal-00756761⟩

Chapitres d'ouvrages scientifiques


Regularization procedures for monotone operators: recent advances. Julian Revalski. Regularization procedures for monotone operators: recent advances. Fixed-Point Algorithms for Inverse Problems in Science and Engineering, Springer Optimization and Its Applications, Vol. 49, pp.317--344, 2011. ⟨hal-00756766⟩


Article dans des revues


Dense existence of solutions of perturbed optimization problems and topological games. Julian Revalski, P.S. Kenderov. S. Kenderov. Dense existence of solutions of perturbed optimization problems and topological games. Compt. Rend. Acad. Bulg. Sci., 2010, 63, pp.937-942. ⟨hal-00756758⟩


Article dans des revues


A variational principle in reflexive spaces. Julian Revalski, Marian Fabian. A variational principle in reflexive spaces. J. Convex Anal., 2009, 16, pp.211--226. ⟨hal-00756741⟩


Article dans des revues


Extended Sums and Extended Compositions of Monotone Operators. Yboon García, Marc Lassonde, Julian Revalski. Extended Sums and Extended Compositions of Monotone Operators. Journal of Convex Analysis, 2006, 13 (3+4), pp.721-738. ⟨hal-00698807⟩


Article dans des revues


Fragmentability of sequences of set-valued mappings with applications to variational principles. Marc Lassonde, Julian Revalski. Fragmentability of sequences of set-valued mappings with applications to variational principles. Proceedings of the American Mathematical Society, 2005, 133 (9), pp.2637-2646. ⟨hal-00698981⟩

lamia
Julian REVALSKI (PR)
Mathématiques
maths-info
RC03