**Lectures on Entire Functions**

by B. Ya. Levin

**Publisher**: American Mathematical Society 1996**ISBN/ASIN**: 0821808974**ISBN-13**: 9780821808979**Number of pages**: 265

**Description**:

This monograph aims to expose the main facts of the theory of entire functions and to give their applications in real and functional analysis. The general theory starts with the fundamental results on the growth of entire functions of finite order, their factorization according to the Hadamard theorem, properties of indicator and theorems of Phragmen-Lindelof type.

Download or read it online for free here:

**Read online**

(online preview)

## Similar books

**Lectures On The General Theory Of Integral Functions**

by

**Georges Valiron**-

**Chelsea Pub. Co.**

These lectures give us, in the form of a number of elegant and illuminating theorems, the latest word of mathematical science on the subject of Integral Functions. They descend to details, they take us into the workshop of the working mathematician.

(

**635**views)

**Lectures on Holomorphic Functions of Several Complex Variables**

by

**Piotr Jakobczak, Marek Jarnicki**-

**Jagiellonian University**

The text contains the background theory of several complex variables. We discuss the extension of holomorphic functions, automorphisms, domains of holomorphy, pseudoconvexity, etc. Prerequisites are real analysis and complex analysis of one variable.

(

**2124**views)

**Stability, Riemann Surfaces, Conformal Mappings: Complex Functions Theory a-3**

by

**Leif Mejlbro**-

**BookBoon**

The book on complex functions theory. From the table of contents: Introduction; The argument principle, and criteria of stability; Many-valued functions and Riemann surfaces; Conformal mappings and the Dirichlet problem; Index.

(

**5316**views)

**Notes on Automorphic Functions**

by

**Anders Thorup**-

**Kobenhavns Universitet**

In mathematics, the notion of factor of automorphy arises for a group acting on a complex-analytic manifold. From the contents: Moebius transformations; Discrete subgroups; Modular groups; Automorphic forms; Poincare Series and Eisenstein Series.

(

**7102**views)