Publication | Open Access
On Iwasawa $\lambda_p$-Invariants of Relative Real Cyclic Extensions of Degree $p$
19
Citations
3
References
1997
Year
Geometry Of NumberSchubert CalculusRepresentation TheoryModular FormFinite FieldAnalytic Number TheoryRiemann-hurwitz TypeReal Number FieldsRelative Cyclic ExtensionsReal Algebraic Geometry
We give a criterion of the vanishing of $\lambda_p$-invariants for relative cyclic extensions of totally real number fields with degree $p$ using Iwasawa's result of Riemann-Hurwitz type which is an analogue to Kida's formula.
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