The papers in this volume cover both one-variable and several-variable problems. An example of the former is a fifty-year-old classic on conformal mapping by M. A. Lavrent'ev, while the latter is represented by a paper on the tangent complex of an analytic space by V. P. Palamodov.

Table of Contents

• M. A. Lavrent -- On the theory of conformal mappings
• V. Ya. Gutlyanskiĭ -- The product of conformal radii of nonoverlapping domains
• V. S. Kud'yavin -- Successive rotation of plane quasiconformal mappings in \(\overline R^n\)
• S. L. Krushkal' -- Some rigidity theorems for discontinuous groups
• N. U. Arakelyan -- Uniform and tangential approximations by analytic functions
• A. A. Nersesyan -- On Carleman sets
• M. O. Otelbaev -- On the theory of Vekua's generalized analytic functions
• V. P. Palamodov -- The tangent complex of an analytic space
• L. S. Maergoĭz -- Plane \(p\)-convex sets, and some of their applications. Holomorphic functions of several complex variables
• V. P. Palamodov -- The complex of holomorphic waves