Mathematics of Computation · 1973 · 14 citations · 2 references
Natural SciencesMathematicsAlgebraRepresentation TheoryArithmetic GeometryElliptic CurvesGalois TheoryGroup TheoryInvariant TheoryQuadratic FormsArithmetical Invariants Of Quadratic FormsQuadratic FieldsQuadratic Forms Over Number Fields
Imaginary quadratic fields are developed that have four invariants divisible by 3. Their associated real fields are found to differ in one significant respect: one case has two elementary generators and the other has only one.
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