Functional Analysis and Geometry

Peter Kuchment, Texas A & M University, College Station, TX.Evgeny Semenov, Voronzeh State University, Voronezh, Russia.

• P. Kuchment and E. Semenov, IntroductionT. Voronina (nee Krein), My father Selim KreinY. M. Berezansky, Kyiv, Fall of 1943 through 1946. The rebirth of mathematicsD. G. Ebin, Selim Gregorievich Krein in Stony BrookM. Agranovsky, On algebraically integrable bodiesS. V. Astashkin, Rearrangement invariant spaces satisfying Dunford-Pettis criterion of weak compactnessG. Belitskii and V. Rayskin, A new method of extension of local maps of Banach spaces. Applications and examplesY. M. Berezansky and A. A. Kalyuzhnyi, Two consequences of the associativity condition for a hypercomplex system with locally compact basisW. O. Bray and B. Rubin, Inversion formulas of integral geometry in real hyperbolic spaceV. M. Buchstaber and A. A. Glutsyuk, Total positivity, Grassmannian and modified Bessel functionsC. Ciliberto, F. Flamini, and M. Zaidenberg, A remark on the intersection of plane curvesA. T. Fomenko and V. V. Vedyushkina, Topological billiards, conservation laws and classification of trajectoriesL. Gatto and I. Scherbak, Hasse-Schmidt derivations and Cayley-Hamilton theorem for exterior algebrasS. Gindikin, Complex analysis on the real sphere, or variations on a Maxwell's themeG. R. Goldstein, J. A. Goldstein, G. Metafune, and L. Negro, The weighted Laplace transformS. Kaliman, Surfaces with big automorphism groupsP. Kuchment and S. Lvin, Some binomial formulas for non-commuting operatorsJ. Leiterer, Similarity of holomorphic matrices on 1-dimensional Stein spacesV. Milman and L. Rotem, Weighted geometric means of convex bodiesI. Z. Pesenson, Sobolev, Besov and Paley-Wiener vectors in Banach and Hilbert spacesG. Rozenblum and N. Vasilevski, Toeplitz operators in polyanalytic Bergman type spacesS. Samborski, Complete metric space of Riemann integrable functions and differential calculus in it.