LU|ZONE|UL Collection:https://zone.biblio.laurentian.ca/handle/10219/372024-03-28T09:06:36Z2024-03-28T09:06:36ZA global estimate for the Legendre function for the root systems of type A with arbitrary multiplicitiesSawyer, Patricehttps://zone.biblio.laurentian.ca/handle/10219/2672019-07-30T16:08:08Z2008-03-30T23:25:16ZTitle: A global estimate for the Legendre function for the root systems of type A with arbitrary multiplicities
Authors: Sawyer, Patrice
Abstract: We generalize the global estimate Jean-Philippe Anker found for the Legendre function $\phi_0$ on symmetric spaces of noncompact type to the root systems of type A with arbitrary multiplicities.2008-03-30T23:25:16ZGéométrie hyperbolique pour les non-initiéSawyer, Patricehttps://zone.biblio.laurentian.ca/handle/10219/622019-07-30T14:07:39Z2004-01-01T00:00:00ZTitle: Géométrie hyperbolique pour les non-initié
Authors: Sawyer, Patrice2004-01-01T00:00:00ZThe inverse of the Abel transform on ${\bf SU}^{\star}(2n)/{\bf Sp}(n)$Sawyer, Patricehttps://zone.biblio.laurentian.ca/handle/10219/382019-07-30T13:51:15Z2007-09-05T02:24:05ZTitle: The inverse of the Abel transform on ${\bf SU}^{\star}(2n)/{\bf Sp}(n)$
Authors: Sawyer, Patrice
Abstract: In this note, we study the inverse of the Abel transform for the symmetric space ${\bf SU}^{\star}(2n)/{\bf Sp}(n)$. We start by giving a recursive formula for the dual of the Abel transform on the root system $A_{n-1}$. This formula allows us to consider a transmutation property on the generalized Abel transform associated to $A_{n-1}$.
Description: This paper has not been published. However, it has been cited in peer reviewed venues.2007-09-05T02:24:05Z