Topics include group representations, \(p\)-classes, approximation of functions, entire functions, the Laplace operator, and von Neumann algebras

Table of Contents

• S. D. Berman and K. Buzasi -- On modules over group algebras of groups containing an infinite cyclic subgroup of finite index
• S. D. Berman and K. Buzasi -- Description of all finite-dimensional real representations of groups containing an infinite cyclic subgroup of finite index
• I. S. Kats -- Connection between integral characteristics of growth of entire functions and distributions of their zeros
• Yu. I. Lyubarskiĭ -- Representation of functions from \(H^p\) in a half-plane, and some of its applications
• V. K. Dubovoĭ -- Indefinite metric in Schur's interpolation problem for analytic functions. I
• V. K. Dubovoĭ -- Indefinite metric in Schur's interpolation problem for analytic functions. II
• A. A. Nersesyan -- On uniform and tangential approximation by meromorphic functions
• S. Yu. Favorov -- On entire functions of completely regular growth of several variables
• V. E. Lyantse and Kh. B. Maiorga -- On the theory of the one-point boundary value problem for the Laplace operator. I
• V. E. Lyantse and Kh. B. Maiorga -- On the theory of the one-point boundary value problem for the Laplace operator. II
• G. N. Zholtkevich -- On the cohomology of von Neumann algebras
• N. A. Pustovoĭtov -- On approximate algebraic stability criteria, numerical-analytical methods for investigating the dynamics and stability of complex systems
• I. V. Lobarev -- Eigenvalues and eigenfunctions of the Peierls equation