1. Orders in cubic number fields.
- Author
-
Lettl, Günter and Prabpayak, Chanwit
- Subjects
- *
NUMBER theory , *ALGEBRAIC fields , *ELECTRICAL conductors , *IDEALS (Algebra) , *FACTORIZATION , *PRIME numbers , *ZETA functions - Abstract
For any cubic number field K and any conductor ideal f of K we describe how to find all orders of K with conductor f . The result depends only on the factorization of the rational prime numbers in K , and it also yields an elementary proof for a formula for the zeta function of orders in a cubic number field. [ABSTRACT FROM AUTHOR]
- Published
- 2016
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