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Number Theory

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Cover of 'Number Theory'

Table of Contents

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    Book Overview
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    Chapter 1 Moduli of Abelian Varieties
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    Chapter 2 Classical Constants and Functions: Computations and Continued Fraction Expansions
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    Chapter 3 Some Special Complex Multiplications in Two Variables Using Hilbert Singular Moduli
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    Chapter 4 A Numerical Survey of the Reduction of Modular Curve Genus by Fricke’s Involutions
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    Chapter 5 Conjectures Relating to a Generalization of the Ramanujan Tau Function
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    Chapter 6 The Set of Multiples of a Short Interval
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    Chapter 7 Comparison of Maaß Wave Forms
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    Chapter 8 Explicit Construction of the Hilbert Class Fields of Imaginary Quadratic Fields by Integer Lattice Reduction
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    Chapter 9 On Certain q -Polynomials
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    Chapter 10 A Gap Theorem for Differentially Algebraic Power Series
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    Chapter 11 Class Number Formulas for Imaginary Pure Quartic Number Fields
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    Chapter 12 Rational Desingularization of a Curve Defined Over a Finite Field
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    Chapter 13 Special Values of Zeta-Functions of Fermat Varieties over Finite Fields
Attention for Chapter 10: A Gap Theorem for Differentially Algebraic Power Series
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Chapter title
A Gap Theorem for Differentially Algebraic Power Series
Chapter number 10
Book title
Number Theory
Published by
Springer, New York, NY, January 1991
DOI 10.1007/978-1-4757-4158-2_10
Book ISBNs
978-0-387-97670-9, 978-1-4757-4158-2
Authors

Leonard Lipshitz, Lee A. Rubel

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