References
SHOWING 1-9 OF 9 REFERENCES
Counting problems for number rings
- Mathematics
- 2009
In this thesis we look at three counting problems connected to orders in number
fields. First we study the probability that for a random polynomial f in Z[X]
the ring Z[X]/f is the maximal order in…
The adelic zeta function associated to the space of binary cubic forms. II: Local theory.
- Mathematics
- 1986
This series of papers aspires to fully develop the connections between the arithmetic of cubic and quadratic extensions of global fields and the properties of a zeta function associated to the…
Counting subrings of Z of index
- k. J. Combin. Theory Ser. A
- 2007
Distribution of orders in number fields
- Mathematics
- 2014
AbstractIn this paper, we study the distribution of orders of bounded discriminants in number fields. We use the zeta functions introduced by Grunewald, Segal, and Smith. In order to carry out our…
Counting subrings of Z n of index k
- J . Combin . Theory Ser . A
- 2007
Introductory combinatorics. Third edition
- 2000