On Ray Class Annihilators of Cyclotomic Fields.
On ray class annihilators of cyclotomic function fields
On representation of cyclotomic fields
On Shioda's problem about Jacobi sums
On Shioda's problem about Jacobi sums II
On solutions of the equation Xⁿ + Yⁿ = BZⁿ with prime n|BZ
On some imaginary triquadratic number fields with or
Let be a square free integer and . In the present work we determine all the fields such that the -class group, , of is of type or .
On some new estimates for h¯(ℚ(ζₚ))
On the arithmetic of an elliptic curve over a -extension
On the Behaviour of p-Adic L-Functions at s= 0.
On the class number of the maximal real subfields of a family of cyclotomic fields
For any square-free positive integer with , we prove that the class number of the real cyclotomic field is greater than , where is a primitive th root of unity.
On the class numbers of certain quadratic extensions
On the class numbers of cyclotomic fields.
On the class numbers of real cyclotomic fields of conductor pq
The class numbers h⁺ of the real cyclotomic fields are very hard to compute. Methods based on discriminant bounds become useless as the conductor of the field grows, and methods employing Leopoldt's decomposition of the class number become hard to use when the field extension is not cyclic of prime power. This is why other methods have been developed, which approach the problem from different angles. In this paper we extend one of these methods that was designed for real cyclotomic fields of prime...
On the class-number of the maximal real subfield of a cyclotomic field.
On the Construction of Independent units in cyclic or radical extensions.
On the cyclotomic invariants of Iwasawa.
On the defining polynomials of maximal real cyclotomic extensions.
On the determination of Gauss sums
On the equivariant main conjecture of Iwasawa theory