Abstract:
We investigate the fixed points and selection of common fixed points for
nonexpansive-type mappings. The representations of the unitary non irreducible
generalize the restructure of the metaplectic approximation are considered. The
unitary representations of a loop of a line group are established with Wiener
measure and gamma Function. We investigate the fixed point problems for
semigroups of nonlinear mappings and a menability.