Summary: 



ON COUNTING RINGS OF INTEGERS AS GALOIS MODULES



A. AGBOOLA



Abstract. Let K be a number field and G a finite abelian group. We study *
*the asymptotic

behaviour of the number of tamely ramified G-extensions of K with ring of*
* integers of fixed

realisable class as a Galois module.

Source: Agboola, Adebisi - Department of Mathematics, University of California at Santa Barbara

Collections: Mathematics