MATH3301/3401 -References
The following references are included only for interest --
you are under no obligation to look at
any of them. If you have time to look at only one book, I would recommend William LeVeque's
Fundamentals of Number Theory or
An Introduction to the Theory of Numbers by Niven, Zuckerman and Montgomery.
References on Cryptography are
here.
Introductory texts on Number Theory
Andrews G. E., Number Theory
Archibald R. G., An Introduction to the Theory of Numbers
Beiler A., Recreations in the Theory of Numbers
Burton D. M., Elementary Number Theory
Davenport H., The Higher Arithmetic
Jones G. A., Elementary Number Theory
LeVeque W., Elementary Theory of Numbers
LeVeque W., Fundamentals of Number Theory
Niven I., Zuckerman H. S., Montgomery
H. L., An Introduction to the Theory of Numbers
Rose H. E., A Course in Number Theory
Silverman J. H., A Friendly Introduction to Number Theory
Tattersall J. J., Elementary Number Theory in Nine Chapters
Weil A., Number Theory: an Approach through History
Weil A., Number Theory for Beginners
Specialised/Advanced texts on Number Theory
Bashmakova I. G., Diophantus and Diophantine Equations
Cohn H., Advanced Number Theory
Dajani K., Kraaikamp C., Ergodic Theory of Numbers
Edwards H. M., Riemann's Zeta Function
Iosifescu M., Kraaikamp C., Metrical Theory of Continued Fractions
Ireland K., Rosen M., A Classical Introduction to Modern Number Theory
Jameson G. J. O., The Prime Number Theorem
Khinchin A., Continued Fractions
Khinchin A., Three Pearls of Number Theory
Mazur B., Arithmetic on Curves
Nathanson M., Elementary Methods in Number Theory
Olds C. D., Lax A., The Geometry of Numbers
Walker J. L., Codes and Curves
Washington L. W., Elliptic Curves: Number Theory and Cryptography
On-line material
On-campus --
Off-campus --