Kisil V.V.
Wavelets in Banach Spaces
(47K, LATeX 2e)

ABSTRACT.  We describe a construction of wavelets 
(coherent states) in Banach spaces generated by 
``admissible'' group representations. Our main 
targets are applications in pure mathematics while 
connections with quantum mechanics are mentioned. 
As an example we consider operator valued 
Segal-Bargmann type spaces and the Weyl 
functional calculus.