Jordan structures in harmonic functions and Fourier algebras on homogeneous spaces.
We study the Jordan structures and geometry of bounded matrix-valued
harmonic functions on a homogeneous space and their analogue, the harmonic
functions, in the setting of Fourier algebras of homogeneous spaces.
Cho-Ho Chu < chu@ihes.fr >
Anthony T.M. Lau < tlau@math.ualberta.ca >