Differential operators and related topics. Proceedings of the Mark Krein international conference on operator theory and applications, Odessa, Ukraine, August 18--22, 1997. Volume I (Q1975009)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Gohberg, Israel}, Mark Grigorevich Krein (a short biography), 5-8 [Zbl 0946.01017] \textit{Sizov, V. G.}, The seminar on ship hydrodynamics, organized by Professor M. G. Krein, 9-20 [Zbl 0957.01002] \textit{Berezansky, Yu. M.}, The works of M. G. Krein on eigenfunction expansion for selfadjoint operators and their applications and development, 21-43 [Zbl 0955.47002] \textit{Gorbachuk, M. L.; Gorbachuk, V. I.}, M. G. Krein and extension theory of symmetric operators. Theory of entire operators, 45-58 [Zbl 0958.47013] \textit{Sakhnovich, L. A.}, Works by M. G. Krein on inverse problems, 59-69 [Zbl 0958.34009] \textit{Brüning, J.; Geyler, V. A.}, The spectrum of periodic point perturbations and the Krein resolvent formula, 71-86 [Zbl 0958.58025] \textit{Dymarskii, Ya. M.}, The periodic Choquard equation, 87-99 [Zbl 0953.34070] \textit{Egorov, Yuri V.}, On the best constant in a Poincaré-Sobolev inequality, 101-109 [Zbl 0957.46024] \textit{Eidelman, S. D.; Ivasyshen, S. D.}, On solutions of parabolic equations from families of Banach spaces dependent on time, 111-125 [Zbl 0956.35061] \textit{Gohberg, I.; Kaashoek, M. A.; Sakhnovich, A. L.}, Canonical systems on the line with rational spectral densities: Explicit formulas, 127-139 [Zbl 0979.34055] \textit{Halanay, A.; Răsvan, Vl.}, Oscillations in systems with periodic coefficients and sector-restricted nonlinearities, 141-154 [Zbl 0965.34021] \textit{Hryniv, R.; Shkalikov, A.; Vladimirov, A.}, Differential operator matrices of mixed order with periodic coefficients, 155-164 [Zbl 0980.47041] \textit{Janas, Jan; Naboko, Serguei}, Asymptotics of generalized eigenvectors for unbounded Jacobi matrices with power-like weights, Pauli matrices commutation relations and Cesaro averaging, 165-186 [Zbl 0956.47012] \textit{Koshkin, S. V.}, Functional means, convolution operators and semigroups, 187-198 [Zbl 0958.46024] \textit{Lesch, Matthias; Malamud, Mark M.}, The inverse spectral problem for first order systems on the half line, 199-238 [Zbl 0956.34072] \textit{van der Mee, Cornelis}, Exact solution of the Marchenko equation relevant to inverse scattering on the line, 239-259 [Zbl 0956.34074] \textit{Migdalski, V. I.; Reut, V. V.}, An arbitrary oriented crack in the box shell, 261-266 [Zbl 0971.74066] \textit{Pivovarchik, Vyacheslav N.}, Homogeneity of a string having three unperturbed spectra, 267-271 [Zbl 0952.34022] \textit{Popov, G.; Kebli, B.}, On the integro-differential equation of a torsion of an elastic medium including a cylindrical crack, 273-280 [Zbl 0946.45003] \textit{Roitberg, Inna; Roitberg, Yakov}, Green's formula and theorems on isomorphisms for general elliptic problems for Douglis-Nirenberg elliptic systems, 281-299 [Zbl 0949.35045] \textit{Roitberg, Yakov; Los, Valerii; Sklyarets, Andrei}, Sobolev's problem in complete scale of Banach spaces, 301-312 [Zbl 0952.35031] \textit{Rushchitsky, Jarema; Rushchitska, Svitlana}, On simple waves with profiles in the form of some special functions -- Chebyshev-Hermite, Mathieu, Whittaker -- in two-phase media, 313-322 [Zbl 0961.74038] \textit{Sakhnovich, Alexander}, Inverse spectral problem related to the \(N\)-wave equation, 323-338 [Zbl 0956.34071] \textit{Selezov, Igor}, Degenerated hyperbolic approximations of the wave theory of elastic plates, 339-353 [Zbl 0953.35089] \textit{Sheftel, Zinovi G.}, Elliptic problems with a shift in complete scales of Sobolev-type spaces, 355-358 [Zbl 0947.35171] \textit{Solonoukha, O. V.}, On the extremal regularization of the variational inequalities with multivalued operators, 359-370 [Zbl 0957.47048] \textit{Vasilevski, N. L.}, Poly-Fock spaces, 371-386 [Zbl 0959.46016] \textit{Whitefield, N.}, The diffraction of elastic shear wave on the circular cylinder which is situated in the elastic half-space, 387-392 [Zbl 0980.74034] \textit{Yavrian, V. A.}, On M. G. Krein's spectral shift function for canonical systems of differential equations, 393-417 [Zbl 0951.34055]