We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie group of type G₂. As an application we give an explicit formula for spherical inversion for this small K-type
AbstractIn this paper we obtain the Plancherel formula for the spaces of L2-sections of line bundles...
RésuméSoitGun groupe de Lie semi-simple complexe connexe et simplement connexe d'algèbre de Lie g. S...
The idea of describing the eigenvalues of bosonic and fermionic fields in quantum field theory by c...
We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie...
We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie...
We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie...
We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie...
AbstractWe generalize the Harish-Chandra inversion formula for the spherical transform on a Riemanni...
AbstractThe spherical functions on a real semisimple Lie group (w.r.t. a maximal compact subgroup) a...
AbstractThe spherical functions on a real semisimple Lie group (w.r.t. a maximal compact subgroup) a...
RésuméSoit G un groupe de Lie semi-simple complexe d'algèbre de Lie g. Soit h une forme réelle de g ...
By taking an appropriate zero-curvature limit, we obtain the spherical functions on flat symmetric s...
We study the Heckman-Opdam hypergeometric functions associated to a root system of type $BC$ and a m...
AbstractBy taking an appropriate zero-curvature limit, we obtain the spherical functions on flat sym...
We determine integral formulas for the meromorphic extension in the λ-parameter of the spherical fun...
AbstractIn this paper we obtain the Plancherel formula for the spaces of L2-sections of line bundles...
RésuméSoitGun groupe de Lie semi-simple complexe connexe et simplement connexe d'algèbre de Lie g. S...
The idea of describing the eigenvalues of bosonic and fermionic fields in quantum field theory by c...
We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie...
We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie...
We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie...
We give an explicit formula for the Harish-Chandra c-function for a small K-type on a split real Lie...
AbstractWe generalize the Harish-Chandra inversion formula for the spherical transform on a Riemanni...
AbstractThe spherical functions on a real semisimple Lie group (w.r.t. a maximal compact subgroup) a...
AbstractThe spherical functions on a real semisimple Lie group (w.r.t. a maximal compact subgroup) a...
RésuméSoit G un groupe de Lie semi-simple complexe d'algèbre de Lie g. Soit h une forme réelle de g ...
By taking an appropriate zero-curvature limit, we obtain the spherical functions on flat symmetric s...
We study the Heckman-Opdam hypergeometric functions associated to a root system of type $BC$ and a m...
AbstractBy taking an appropriate zero-curvature limit, we obtain the spherical functions on flat sym...
We determine integral formulas for the meromorphic extension in the λ-parameter of the spherical fun...
AbstractIn this paper we obtain the Plancherel formula for the spaces of L2-sections of line bundles...
RésuméSoitGun groupe de Lie semi-simple complexe connexe et simplement connexe d'algèbre de Lie g. S...
The idea of describing the eigenvalues of bosonic and fermionic fields in quantum field theory by c...
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