H. Schlichtkrull

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20012024

most citedThe Plancherel decomposition for a reductive symmetric space II. Representation theory

36 citations · 180 across the 36 of their papers we have counts for

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Showing 2012 · math.RTShow all

3 papers · 2 filters

math.RT2012★ 1 cited

Decay of matrix coefficients on reductive homogeneous spaces of spherical type

Bernhard Krötz, Eitan Sayag, Henrik Schlichtkrull

Let Z be a homogeneous space Z=G/H of a real reductive Lie group G with a reductive subgroup H. The investigation concerns the quantitative decay of matrix coefficients on $Z$ unde…

math.RT2012

Vanishing at infinity on homogeneous spaces of reductive type

Bernhard Krötz, Eitan Sayag, Henrik Schlichtkrull

Let G be a real reductive group and Z=G/H a unimodular homogeneous G-space. The space Z is said to satisfy VAI if all smooth vectors in the Banach representations L^{p}(Z) vanish a…

math.RT2012

Inequalities for Jacobi polynomials

Uffe Haagerup, Henrik Schlichtkrull

A Bernstein type inequality is obtained for the Jacobi polynomials $P_{n}^{α, β} (x)$ , which is uniform for all degrees $n \geq 0$ , all real $α, β \geq 0$ , and all values $x \in [- 1, 1]$ . It pr…