Representations of Positive Definite Qua
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M. Jochner; Y. Kitaoka
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Article
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1994
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Elsevier Science
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English
β 567 KB
Let \(M\) be a positive definite \(Z\)-lattice of rank \(m \geqslant 2 n+3\) and let \(T\) be a finite set of primes containing 2 and those primes \(p\) for which \(M_{p}\) is not unimodular. If \(N\) is a lattice of rank \(n\) which is locally represented by \(M\) and if \(\min (N)\) is sufficientl