On the picard group of the integer group ring of the cyclic p-group and of rings close to it
Paper in proceeding, 1997
It is proved that ClZ[zeta(n)] is a direct summand of Pic(Z[C-pn]), where p is an odd prime number, zeta(n)(pn) = 1 and C-pn is the cyclic group of order p(n).
Author
Alexander Stolin
Lecture Notes in Pure and Applied Mathematics
0075-8469 (ISSN)
Vol. 185 443-4550-8247-9815-5 (ISBN)
Subject Categories
Mathematics
ISBN
0-8247-9815-5