# About a conference

Fourth International Scientific Conference ** "Modern Methods, Problems and Applications of Operator Theory and Harmonic Analysis IV" . **

**The conference will take place in Rostov-on-Don. 27 April - 1 May, 2014.**

** Working languages: Russian, English. **

**Program Committee:**

А.N. Karapetyants, Doctor of Phys. and Math. Sciences - Chairman S.G. Samko, Doctor of Phys. and Math. Sciences (Russia, Portugal) – Co-chairman O. G. Avsyankin, Doctor of Phys. and Math. Sciences V.A. Babeshko, Academician (the Russian Academy of Sciences), Doctor of Phys. and Math. Sciences V.I. Burenkov, Doctor of Phys. and Math. Sciences (Great Britain, Kazakhstan) М.L. Goldman, Doctor of Phys. and Math. Sciences B.I. Golubov, Doctor of Phys. and Math. Sciences Ya.М. Erusalimskiy, Doctor of Phys. and Math. Sciences V.I. Kolesnikov, Academician (the Russian Academy of Sciences), Doctor of Phys. and Math. Sciences A.G.Kusraev, Doctor of Phys. and Math. Sciences I.R. Liflyand, Candidate of Phys. and Math. Sciences (Israel) А.B. Nersesyan,Academician (the National Academy of Sciences of Armenia), Doctor of Phys. and Math. Sciences (Armenia) V.S. Pilidi, Doctor of Phys. and Math. Sciences V.S. Rabinovich, Doctor of Phys. and Math. Sciences(Mexico) А.P. Soldatov, Doctor of Phys. and Math. Sciences R.М. Trigub, Doctor of Phys. and Math. Sciences (Ukraine) А.А. Shkalikov, Doctor of Phys. and Math. Sciences B.Ya. Shteinberg, Doctor of Phys. and Math. Sciences A.B.Antonevich, Doctor of Phys. and Math. Sciences (Belorussia) М.I. Каryakin, Candidate of Phys. and Math. Sciences

**The Organizing Committee:**

А.N. Karapetyants, Doctor of Phys. and Math. Sciences - Chairman O.G. Avsyankin, Doctor of Phys. and Math. Sciences – Co-chairman Ya.М. Erusalimskiy, Doctor of Phys. and Math. Sciences B.G. Vakulov, Candidate of Phys. and Math. Sciences V.B. Dybin, Candidate of Phys. and Math. Sciences V.V. Shamraeva, Candidate of Phys. and Math. Sciences

The theme of the conference is related to the different areas of mathematics, especially harmonic analysis, functional analysis, operator theory, function theory, differential equations and fractional analysis, developed intensively last decade. The relevance of this topic is related to the study of complex multiparameter objects that require, in particular, to attract operators with variable parameters and functional spaces with fractional and even variable exponents.