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Value distribution theory Book

Value distribution theory
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  • Value distribution theory
  • Written by author Le Yang
  • Published by Berlin ; Springer-Verlag ; c1993., 1993
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Ch. 1 Essentials of Nevanlinna Theory 1
1.1 The Poisson-Jensen Formula 1
1.2 Characteristic Functions and the First Fundamental Theorem 5
1.3 The Second Fundamental Theorem 13
1.4 Applications of the Second Fundamental Theorem 25
1.5 Generalizations of the Second Fundamental Theorem 34
Ch. 2 Normal Families 42
2.1 Normal Families of Holomorphic Functions 42
2.2 Montel's Criterion 47
2.3 Montel Cycle, Normal Families of Meromorphic Functions 54
Ch. 3 Borel Directions 58
3.1 Preliminaries 58
3.2 Fundamental Theorems 65
3.3 Filling Disks and Borel Directions 75
3.4 Properties of Borel Directions 85
Ch. 4 Value Distribution of Meromorphic Functions Together with Their Derivatives 93
4.1 Comparison Between Growths of Tr, f and Tr, f' 93
4.2 Modular Distribution of Meromorphic Functions Together with Their Derivatives 99
4.3 An Inequality of Hayman 108
4.4 A General Criterion for Normality 112
4.5 Total Deficiency of Meromorphic Derivatives 121
4.6 A New Method for Proving Normality 131
Ch. 5 Recent Studies on Borel Directions 138
5.1 Distribution of Borel Directions 138
5.2 Common Borel Directions of a Meromorphic Function and Its Derivatives 148
5.3 Angular Distribution of Meromorphic Functions Together with Their Derivatives 163
Ch. 6 Deficient Values and Borel Directions of Meromorphic Functions 172
6.1 Precise Order and Three Lemmas 172
6.2 Distribution of Borel Directions of Meromorphic Functions with Deficient Values 184
6.3 Deficient Values and Borel Directions of Meromorphic Functions 190
6.4 Deficient Values, Borel Directions and the Order of Entire Functions 197
Ch. 7 The Spread Relation and Its Applications 216
7.1 Sequence of Polya Peaks and Its Existence 216
7.2 The T* Function 221
7.3 The Spread Relation 231
7.4 Applications of the Spread Relation 240
7.5 The Deficiency Problem 246
Bibliography 259
Index 269


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