9:30--10.30 | REGISTRATION |
10:30 | OPENING |
10:50--11:40 | S.Smirnov. L\"owner evolution and probability |
  | COFFEE BREAK |
12:05--12:50 | A.Volberg. On a two weight $T1$ theorem |
  | LUNCH |
15:00--15:20 | Yu.Lyubarskii. Interpolation in generalized Paley--Wiener spaces |
15:25--15:45 | V.Peller. Badly approximable infinite matrix functions |
15:50--16:10 | A.Baranov. On perturbations of bases of reproducing kernels |
  | COFFEE BREAK |
16:30--16:50 | P.Kurasov. Singular perturbation theory and filed theory |
16:55--17:15 | R.Romanov. On instability of the absolutely continuous spectrum of dissipative Schr\"odinger operators and Jacobi matrices under slowly decaying perturbations |
17:20--17:40 | V.Kisil. Functional calculus of Hardy and Bergman type of an operator with a spectrum in the closed unit disk |
10:00--10:45 | D.Drasin. Positive harmonic functions in $T$-automorphic domains |
  | COFFEE BREAK |
11:05--11:50 | V.Eiderman. Equivalence of summatory conditions along sequences for bounded holomorphic functions |
11:55--12:40 | L.Baratchart. Asymptotic spectral behaviour of Hankel operators associated to functions with branch points |
  | LUNCH |
15:00--15:20 | V.Zaharyuta. Bases in spaces of analytic functions |
15:25--15:45 | M.Roginskaya. On singularity of vector valued measures |
15:50--16:10 | V.Bart. Carleman--Golusin--Krylov type formulas convergence in classical metrics |
  | COFFEE BREAK |
16:30--16:50 | A.Tikhonov. Property of maximality for spectral components |
16:55--17:15 | D.Chelkak. An inverse problem for a harmonic oscillator perturbed by a potential |
17:20--17:40 | M.Malamud. A generalization of J.von Neumann inequality and its application |
10:00--10:45 | L.Hedberg. Netrusov's approach to function spaces |
  | COFFEE BREAK |
11:05--11:50 | K. Astala. Calderon's problem in inverse tomography and quasiregular mappings |
11:55--12:40 | I.Ostrovski. On a problem by H.Shapiro |
  | LUNCH |
15:00--15:20 | A.Ulanovskii. Completeness of translates in function spaces on $\Bbb R$ |
15:25--15:45 | E.Gluskin. On the sections of the product bodies |
15:50--16:10 | G.Khimshiashvili. Riemann--Hilbert problems for hyper-holomorphic functions |
  | COFFEE BREAK |
16:30--16:50 | G.Roos. New classes of domains in $\Bbb C^n$ with explicit Bergman kernel |
16:55--17:15 | S.Ivanov and V.Vlasov. Riesz bases of exponential solutions and the sharp estimates of the solution of nonhomogeneous delayed equation |
17:20--17:40 | F.Shamoyan. T\"oplitz operators in anisotropic weighted spaces of holomorphic functions in polydisc and multipliers of Bloch spaces |
10:00--10:45 | E.Malinnikova. Stability estimates for harmonic gradients and Carleman type inequalities |
  | COFFEE BREAK |
11:05--11:50 | S.Shimorin. Weighted Bergman spaces and the estimates of derivatives of univalent functions |
11:55--12:40 | M.Sodin. Zeroes of random analytic functions |
  | LUNCH |
15:00--15:20 | E.Strouse. Products of T\"oplitz operators |
15:25--15:45 | K.Fedorovskiy. Approximation by polyanalytic functions and related problems |
16:15 | POSTER SESSION: |
  | G.Amosov. On dilation of quantum dynamical semigroup to Markovian
cocycle M.Balashov. Embedding of convex compacts in linear topological space A.Corbo Esposito. Homogenization problems with constrains on the gradient V.Kapustin. Boundary values of Cauchy integrals A.Mirotin. Properties of Stiltjes functional calculus of negative operators V.Neves. Nonstandard calculus of variations M.Nudelman. Schur solutions of algebraic Riccati equations depending on a parameter N.Parfyonova. Almost periodic mappings to projective space S.Potapenko. Torsion of cylindrical beams with microstructure A.Rakhnin. Plurisubharmonic almost periodic functions O.Reinov. On the $l_p$ factorization problem O.Udodova. Classes of holomorphic almost periodic functions on a strip A.Uglanov. Vector integrals and their applications |
19:00 | CONFERENCE PARTY |
10:00--10:45 | A.Poltoratski. T\"oplitz kernels, exponential bases and Schr\"odinger spectrum |
  | COFFEE BREAK |
11:05--11:50 | S.Pott. A dyadic approach to Hankel operators of Schatten class via $p$-John--Nirenberg Theorem |
11:55--12:40 | S.Favorov. Almost periodicity in complex analysis |