Pages that link to "Item:Q1924897"
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The following pages link to The number of genera of arbitrary orders in real-quadratic number fields (Q1924897):
Displaying 8 items.
- On the genera and the class number of unimodular lattices over the ring of integers in real quadratic fields (Q920135) (← links)
- An elementary proof of Gauss' genus theorem (Q1201488) (← links)
- Gauss sum of quadratic number fields for general discriminants \(D=D_0f^2\) (with a small table) (Q2734492) (← links)
- Lower Bounds for the Principal Genus of Definite Binary Quadratic Forms (Q3569435) (← links)
- Rational equivalence of primitive integral binary quadratic forms (Q3974224) (← links)
- The distribution of genera among quadratic spaces over global fields (Q4275582) (← links)
- The genera representing a positive integer (Q4531915) (← links)
- Statistics of genus numbers of cubic fields (Q6114285) (← links)