\u201cFunctional Analysis \u201d department consists of 20 collaborators. In 2017 according to the plan, 18 works on the themes “Investigation of some problem of operator algebra” and “Probability theory and spectral analysis of differential equations\u201d are carried out.”<\/p>\n
Theme: \u201cInvestigation of some problems of operator algebra and probability theory.\u201d
\nWork: \u201c Limit theorems for brancling stochastik processes with immigration” Executor:doct.ph.m.s. prof. s.r.a. S.A.Aliyev;<\/p>\n
Work: \u201cBracket expansion in eigen and adjoint vectors for the system multi-parametr operators in Hilbert space\u201d. Executor : c.ph.m.s.s.r.a.A.N.Jabrailova.;<\/p>\n
Work: \u201c Limit theorems for random walk described by first order autoregression process. \u201d Executor :c.ph.m.s.s.r.a. I.A.Ibadova;<\/p>\n
Work: \u201cInvestigation of linear and nonlinear boundary value problems for random walks.\u201d . Executor: V.S.Khalilov;<\/p>\n
Theme: \u201cSpectral analyses of differential operators \u201d<\/p>\n
Work: \u201cOperator-differential eguations and some related spectral problems.\u201d Executor : d. ph.m.s.prof.s.r.a. S.S. Mirzoyev;<\/p>\n
Work: \u201c Investigation of discretenes of the spectrum of higber order operator eguations.\u201d Executor: d. ph.m.s.prof.s.r.a.\u00a0 <\/strong>H.I.Aslanov;<\/p>\n