On the 2-Sylow subgroup of the Hilbert kernel of $K_{2}$ of number fields

Alan Candiotti; Kenneth Kramer

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On reciprocity equivalence of quadratic number fields

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The $ℓ$ -rank of the real class group of cyclotomic fields

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On the genus group of algebraic number fields

Kiyoaki Iimura (1984)

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Robert Gold (1975)

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Annihilators of the class group of a compositum of quadratic fields

Jan Herman (2013)

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This paper is devoted to a construction of new annihilators of the ideal class group of a tamely ramified compositum of quadratic fields. These annihilators are produced by a modified Rubin’s machinery. The aim of this modification is to give a stronger annihilation statement for this specific type of fields.

Solution of the congruence subgroup problem for $S L_{n} (n \geq 3)$ and $S p_{2 n} (n \geq 2)$

Hyman Bass, John Milnor, Jean-Pierre Serre (1967)

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The classification of pairs of binary quadratic forms

Jorge Morales (1991)

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The $ℓ$ -rank of the real class group of cyclotomic fields

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