Integral representation of multiplicative, involution preserving operators in โ(๐(๐ฎ),โฐ)
Integral representation of multiplicative, involution preserving operators in โ(๐(๐ฎ),โฐ)
1. Introduction. Throughout, S will be a compact Hausdorff space and E will be a Banach space which is the dual of another Banach space F. C(S) will denote the space of complex-valued continuous functions on S topologized with the topology of uniform convergence. ?(C(S), E) will denote the space โฆ