A Proof of a Conjecture of C.L. Siegel
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J.T. Ding
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Article
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1994
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Elsevier Science
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English
β 243 KB
Let \(M_{n}\) be the Minkowski fundamental domain for the space of \(n \times n\) real, symmetric, and positive definite matrices under the action of the unimodular group \(S L_{n}(Z)\). C. L. Siegel conjectured that \(d(A, B)-f(A, B) \leqslant C(n)\), for \(A, B \in M_{n}\), where \(d\) and \(f\) a