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June 1, 1961American Mathematical Monthly1,966 citations

An Introduction to the Theory of Numbers.

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WLW. J. LeVequeINIvan NivenHZHerbert S. Zuckerman

Key Points

  • This work aims to introduce foundational concepts and functions in number theory, exploring key areas such as divisibility and quadratic forms.
  • Discussed various number theoretical functions and equations
  • Explored properties of prime numbers and their distribution
  • Analyzed concepts like continued fractions and Farey sequences
  • Established connections between divisibility and quadratic reciprocity
  • Identified key properties of primes and their multiplicative role in number theory
  • Explained the implications of diophantine equations and algebraic numbers in mathematical theory

Abstract

Divisibility congruence quadratic reciprocity and quadratic forms some functions of number theory some diophantine equations Farey fractions and irrational numbers simple continued fractions primes and multiplicative number theory algebraic numbers the partition function the density of sequences of integers.

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Cite This Study

LeVeque et al. (1961) studied this question.

synapsesocial.com/papers/6a0ed35153f874f2b222d2abhttps://doi.org/10.2307/2311171
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