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Reflections acting efficiently on a building
Veröffentlicht/Copyright:
18. Mai 2006
Abstract
We show how Radon transforms may be used to apply efficiently the class sum of reflections in the finite general linear group GLn(𝔽q) to vectors in permutation modules arising from the action of GLn(𝔽q) on the building of type An −1(𝔽q).
Received: 2003-09-25
Revised: 2004-07-01
Published Online: 2006-05-18
Published in Print: 2006-05-01
© Walter de Gruyter
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Artikel in diesem Heft
- Measurable metrics and Gaussian concentration
- Direct sum decompositions of modules, almost trace ideals, and pullbacks of monoids
- Spherical means on compact locally symmetric spaces of non-positive curvature
- Reflections acting efficiently on a building
- Decay rates of oscillatory integral operators in “1 + 2” dimensions
- Singular perturbation for the first eigenfunction and blow-up analysis
- Tiles with no spectra
- Pointwise estimates for a model problem in nonlinear elasticity
Artikel in diesem Heft
- Measurable metrics and Gaussian concentration
- Direct sum decompositions of modules, almost trace ideals, and pullbacks of monoids
- Spherical means on compact locally symmetric spaces of non-positive curvature
- Reflections acting efficiently on a building
- Decay rates of oscillatory integral operators in “1 + 2” dimensions
- Singular perturbation for the first eigenfunction and blow-up analysis
- Tiles with no spectra
- Pointwise estimates for a model problem in nonlinear elasticity
