A generalization of Maillet and Demyanenko determinants
A determinant formula for the relative class number of an imaginary abelian number field
We give a new formula for the relative class number of an imaginary abelian number field by means of determinant with elements being integers of a cyclotomic field generated by the values of an odd Dirichlet character associated to . We prove it by a specialization of determinant formula of Hasse.
Remarks on unit indices of imaginary abelian number fields II.
Remarks on Unit indices of imaginary abelian number fields.
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