Filling in lattices of \(\mathbb{Q}\)-rank 1 and in solvable groups (Q1306233)
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scientific article; zbMATH DE number 1344270
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Filling in lattices of \(\mathbb{Q}\)-rank 1 and in solvable groups |
scientific article; zbMATH DE number 1344270 |
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Filling in lattices of \(\mathbb{Q}\)-rank 1 and in solvable groups (English)
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8 November 1999
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With the help of asymptotic cones it is proved that for certain solvable groups and for certain non-uniform irreducible lattices of \(Q\)-rank 1 in semisimple groups of noncompact type without compact factors the order of the Dehn function is ``asymptotically'' less than cubic.
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semisimple Lie groups
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Dehn function
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solvable groups
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irreducible lattices
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0.93015087
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0.8867723
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0.88352084
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0.8782923
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0.8753138
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0.8739445
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0.8739422
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0.8735227
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0.8735131
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