Gabriele Nebe

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math.NT2009★ 6 cited

On theta series attached to maximal lattices and their adjoints

Siegfried Boecherer, Gabriele Nebe

The space spanned by theta series of adjoints of maximal even lattices of exact level $N$ and determinant $N^{2}$ has the Weierstrass property and hence allows to define extremality…

math.NT2009

On the classification of lattices over $\Q(\sqrt{-3})$, which are even unimodular $Z$ -lattices

Michael Hentschel, Aloys Krieg, Gabriele Nebe

We give a classification of the lattices of rank r=4, r=8 and r=12 over \Q(\sqrt{-3}), which are even and unimodular \Z-lattices. Using this classification we construct the associa…

On theta series attached to maximal lattices and their adjoints

On the classification of lattices over $\Q(\sqrt{-3})$, which are even unimodular Z-lattices

On the classification of lattices over $\Q(\sqrt{-3})$, which are even unimodular $Z$ -lattices