Ray class fields of global function fields with many rational places
Real Quadratic Number Fields with 2-Class Group of Type (2,2).
Real quadratic number fields with metacyclic Hilbert -class field tower
We begin by giving a criterion for a number field with 2-class group of rank 2 to have a metacyclic Hilbert 2-class field tower, and then we will determine all real quadratic number fields that have a metacyclic nonabelian Hilbert -class field tower.
Relative norms of units and 4-rank of class groups
Remark on the minimum discriminant of normal fields
Remarks on the number of non-zero coefficients of polynomials.
Remarks on Unit indices of imaginary abelian number fields.
Remarks on unit indices of imaginary abelian number fields II.
Remarques sur le groupe de classes du composé de deux corps de nombres linéairement disjoints
Representations of certain binary quadratic forms as Lambert series
Résidu en s = 1 des fonctions zeta p-adiques.