B.Ya.萊文著的《整函數與下調和函數(英文)》內
容來自在哈爾克斯大學舉辦的函數論研討會參會者的
研究論文。其中大部分論文是關於整函數和次調和函
數的最新研究成果。本書的出版將對函數論的學習和
研究產生很大的影響，並且對於其他學科的學習具有
促進作用。本書適合高等院校師生以及對函數論感興
趣的學者閱讀收藏。

Foreword
On the Completely Regular Growth of Analytic Functions Having Maximum on a Ray
Value Distribution of Sequences of Rational Functions
Inverse Problem for the Sturm-Liouville Operator with Almost-Periodic Potential Having Only Positive Fourier Exponents
Subharmonic Functions of Completely Regular Growth in a Closed Cone
Complete Description of the Pair Indicator-Lower Indicator of an Entire Function
Solvability Conditions for the Homogeneous Riemann Boundary Problem with an Infinite Index
Completeness of a System of Functions on Sets in the Complex Plane
Frames in the Bargmann Space of Entire Functions
Subharmonic Functions of Finite Degree Bounded on Subsets of the \"Real Hyperplane\"
Uniqueness Theorems for Algebraic Functions
Subharmonic Functions and cos(□)-Theorems for Entire Functions Represented by Gap Series
Lacunary Series and Fourier Integrals of Functions of Several Variables
Parametrization of Entire Functions of Sine-Type by Their Critical Values
On Stability Estimates in the Marcinkiewicz Theorem and Its Generalization
Limit Sets and Multiplicators of Entire Functions
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