The papers in this volume range over a variety of topics in complex analysis, including holomorphic and entire functions, integral representations, the local theory of residues, complex manifolds, singularities, and CR structures.

Table of Contents

• L. A. Aĭzenberg -- Multidimensional analogues of Carleman's formula with integration over boundary sets of maximal dimension
• A. B. Aleksandrov -- Blaschke's condition and the zeros of bounded holomorphic functions
• Ya. Yu. Gaĭdis and S. G. Gindikin -- On an algebraic cone in \(C^6\) connected with rational curves
• S. G. Gindikin and G. M. Khenkin -- The Cauchy-Fantappiè formula on projective space
• V. A. Kakichev -- Application of the Fourier method to the solution of boundary value problems for functions analytic in disk bidomains
• A. L. Onishchik -- On the topology of certain complex homogeneous spaces
• S. I. Pinchuk and A. Yu. Pushnikov -- CR-mappings of manifolds of codimension 2
• L. I. Ronkin -- Entire functions on \(C^n\) that are quasipolynomials with respect to one of the variables
• A. Sadullaev and P. V. Degtyar' -- Defect hyperplanes of holomorphic mappings
• N. N. Tarkhanov -- On Poincaré duality for elliptic complexes
• V. P. Khavin -- A remark on Taylor series of harmonic functions
• A. K. Tsikh -- Use of residues to compute the sum of the squares of the Taylor coefficients of a rational function of two variables
• A. P. Yuzhakov -- On the separation of analytic singularities and the decomposition of holomorphic functions of \(n\) variables into partial fractions
• B. I. Odvirko-Budko -- Some multidimensional estimates of conditional stability in the problem of analytic continuation from a subdomain of the domain of regularity
• V. V. Rabotin -- A counterexample to two problems of Kobayashi