Article contents
The average order of magnitude of least primitive roots in algebraic number fields
Published online by Cambridge University Press: 26 February 2010
Extract
One of the oldest questions concerning primitive roots is that of the actual order df magnitude of the least positive primitive root m(p) to a large prime modulus p. During the last sixty years the interest of several mathematicians has been attracted by this problem. The history of the major results is too well known to need elaboration. The best known bound for m(p) is due to Wang [8] and Burgess [1] who independently obtained
- Type
- Research Article
- Information
- Copyright
- Copyright © University College London 1983
References
- 4
- Cited by