*Conformal Geometry and Analysis on Minimal Representation of O*(*p*,*q*),
PACOM2004, Parallel Session: Lie Groups and Representation Theory, Tunis,
Tunisia, September 2004.

We apply methods from conformal geometry of pseudo-Riemannian manifolds
to a general construction of an infinite dimensional representation of the conformal
group on the solution space of the Yamabe equation. In particular,
I will discuss an analytic aspect of the minimal representation of *O(p,q)*
realized on the flat pseudo-Riemannian manifold **R**^{p,q}.

[ programme ]

© Toshiyuki Kobayashi