P. Kuchment and E. Semenov, Introduction; T. Voronina (nee Krein), My father Selim Krein; Y. M. Berezansky, Kyiv, Fall of 1943 through 1946. The rebirth of mathematics; D. G.

Ebin, Selim Gregorievich Krein in Stony Brook; M. Agranovsky, On algebraically integrable bodies; S. V. Astashkin, Rearrangement invariant spaces satisfying Dunford-Pettis criterion of weak compactness; G. Belitskii and V. Rayskin, A new method of extension of local maps of Banach spaces. Applications and examples; Y. M.

Berezansky and A. A. Kalyuzhnyi, Two consequences of the associativity condition for a hypercomplex system with locally compact basis; W. O. Bray and B. Rubin, Inversion formulas of integral geometry in real hyperbolic space; V. M. Buchstaber and A.

A. Glutsyuk, Total positivity, Grassmannian and modified Bessel functions; C. Ciliberto, F. Flamini, and M. Zaidenberg, A remark on the intersection of plane curves; A. T. Fomenko and V. V.

Vedyushkina, Topological billiards, conservation laws and classification of trajectories; L. Gatto and I. Scherbak, Hasse-Schmidt derivations and Cayley-Hamilton theorem for exterior algebras; S. Gindikin, Complex analysis on the real sphere, or variations on a Maxwell's theme; G. R. Goldstein, J. A. Goldstein, G.

Metafune, and L. Negro, The weighted Laplace transform; S. Kaliman, Surfaces with big automorphism groups; P. Kuchment and S. Lvin, Some binomial formulas for non-commuting operators; J. Leiterer, Similarity of holomorphic matrices on 1-dimensional Stein spaces; V. Milman and L. Rotem, Weighted geometric means of convex bodies; I.

Z. Pesenson, Sobolev, Besov and Paley-Wiener vectors in Banach and Hilbert spaces; G. Rozenblum and N. Vasilevski, Toeplitz operators in polyanalytic Bergman type spaces; S. Samborski, Complete metric space of Riemann integrable functions and differential calculus in it.