Decompositions of operator-valued representations of function algebras
Description of quotient algebras in function algebras containing continuous unbounded functions
Let X be a completely regular Hausdorff space, a cover of X, and the algebra of all -valued continuous functions on X which are bounded on every . A description of quotient algebras of is given with respect to the topologies of uniform and strict convergence on the elements of .
Deterministic homogenization of parabolic monotone operators with time dependent coefficients.
Discontinuous homomorphisms from C(K)
Distribution des valeurs des fonctions analytiques multiformes
Divisible subspaces and problems of automatic continuity
Dual algebras.
Dual spaces and translation invariant means on group von Neumann algebras
Let G be a locally compact group. Its dual space, G*, is the set of all extreme points of the set of normalized continuous positive definite functions of G. In the early 1970s, Granirer and Rudin proved independently that if G is amenable as discrete, then G is discrete if and only if all the translation invariant means on are topologically invariant. In this paper, we define and study G*-translation operators on VN(G) via G* and investigate the problem of the existence of G*-translation invariant...