Heilbronn’s theorem on the class number of imaginary quadratic fields
E1870020
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Heilbronn’s theorem on the class number of imaginary quadratic fields is a result in algebraic number theory that gives nontrivial lower bounds on the class numbers of imaginary quadratic fields, showing in particular that only finitely many such fields have a given small class number.
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| Label | Occurrences |
|---|---|
| Heilbronn’s theorem on the class number of imaginary quadratic fields canonical | 1 |
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