具体描述
作者本着《一千零一夜》的精神提供了1001个数论问题，以吸引读者立即去解决一个接一个的问题。不管是新手还是有经验的数学家，凡是对数着迷的人都会找到一大类的、有些简单有些更复杂的问题，这将给予他们美妙的数学体验。
作者简介
目录信息
Part1. Key Elements from the Theory
Notations
Some Classical Forms of Argument
Inequalities
Divisibility
Prime Numbers
Congruences
The Function [x]
Arithmatic Functions
Diophantine Equrions
Quadratic Reciprocity
Continued Fractions
Classification of Real Numbers
Two conjectures
Part2.Statement of the Problems
Mathematical Induction and Combinatorics
Divisibility
Prime Numbers
Representation of Numbers
Congruences
Primality Tests and Factorization Algorithms
Interger Parts
Arithmatic Functions
Solving Equations Involving Arithmatic Functions
Special Numbers
Diophantine Equrions
Quadratic Reciprocity
Continued Fractions
Classification of Real Numbers
Part3.Solutions
Bibliography
Subject Index
Index of Authors
· · · · · · (收起)
Notations
Some Classical Forms of Argument
Inequalities
Divisibility
Prime Numbers
Congruences
The Function [x]
Arithmatic Functions
Diophantine Equrions
Quadratic Reciprocity
Continued Fractions
Classification of Real Numbers
Two conjectures
Part2.Statement of the Problems
Mathematical Induction and Combinatorics
Divisibility
Prime Numbers
Representation of Numbers
Congruences
Primality Tests and Factorization Algorithms
Interger Parts
Arithmatic Functions
Solving Equations Involving Arithmatic Functions
Special Numbers
Diophantine Equrions
Quadratic Reciprocity
Continued Fractions
Classification of Real Numbers
Part3.Solutions
Bibliography
Subject Index
Index of Authors
· · · · · · (收起)
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