Additive Number Theory Festschrift In Honor of the Sixtieth Birthday of Melvyn B. Nathanson /
This impressive volume is dedicated to Mel Nathanson, a leading authoritative expert for several decades in the area of combinatorial and additive number theory. Nathanson's numerous results have been widely published in top notch journals and in a number of excellent graduate textbooks (GTM Sp...
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| Other Authors: | , |
| Format: | Electronic eBook |
| Language: | English |
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New York, NY :
Springer New York : Imprint: Springer,
2010.
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| Edition: | 1. |
| Subjects: | |
| Online Access: | Full Text via HEAL-Link |
Table of Contents:
- Addictive Number Theory
- Sum-Product Theorems and Applications
- Can You Hear the Shape of a Beatty Sequence?
- Variance of Signals and Their Finite Fourier Transforms
- Sparse Sets in Time and Frequency Related to Diophantine Problems and Integrable Systems
- Addition Theorems in Acyclic Semigroups
- Small Sumsets in Free Products of $$\mathbb{Z}/2\mathbb{Z}$$
- A Combinatorial Approach to Sums of Two Squares and Related Problems
- A Note on Elkin’s Improvement of Behrend’s Construction
- Distinct Matroid Base Weights and Additive Theory
- The Postage Stamp Problem and Essential Subsets in Integer Bases
- A Universal Stein-Tomas Restriction Estimate for Measures in Three Dimensions
- On the Exact Order of Asymptotic Bases and Bases for Finite Cyclic Groups
- The Erd?s–Turán Problem in Infinite Groups
- A Tiling Problem and the Frobenius Number
- Sumsets and the Convex Hull
- Explicit Constructions of Infinite Families of MSTD Sets
- An Inverse Problem in Number Theory and Geometric Group Theory
- Cassels Bases
- Asymptotics of Weighted Lattice Point Counts Inside Dilating Polygons
- Support Bases of Solutions of a Functional Equation Arising From Multiplication of Quantum Integers and the Twin Primes Conjecture
- Exponential Sums and Distinct Points on Arcs
- New Vacca-Type Rational Series for Euler’s Constant ? and Its “Alternating” Analog $$\ln \frac{4}{\pi }$$
- Mixed Sums of Primes and Other Terms
- Classes of Permutation Polynomials Based on Cyclotomy and an Additive Analogue.