Banach Algebra Methods in Prediction Theory.
Banach Algebra of Bounded Complex-Valued Functionals
In this article, we describe some basic properties of the Banach algebra which is constructed from all bounded complex-valued functionals.
Banach algebras
Banach algebras which are a direct sum of division algebras
Banach power - associative algebras : the complex and (or) non commutative cases
Banach precompact elements of a locally m-convex Bo-algebra
Banach S-algebras and conditional basic sequences in non-Montel Fréchet spaces
Banach triples with generalized inverses.
Banach-Stone Theorems and Separating Maps.
Banachverbandalgebren mit einer natürlichen Wedderburn-Zerlegung.
Bemerkungen über elementare Funktionen in nichtarchimedischen Banachalgebren.
Bessel and Grüss type inequalities in inner product modules over Banach -algebras.
Beurling algebras on locally compact groups, tensor products, and multipliers
Biholomorphic equivalence of bounded Reinhardt domains
Biholomorphic mappings and Banach function modules.
Bivariant -theory for locally convex algebras and the Chern-Connes character. (Bivariante -Theorie für lokalconvexe Algebren und der Chern-Connes-Charakter.)
Boundaries for Natural Systems II.
Boundaries in inductive limit topological algebras.
Boundary values of analytic semigroups and associated norm estimates
The theory of quasimultipliers in Banach algebras is developed in order to provide a mechanism for defining the boundary values of analytic semigroups on a sector in the complex plane. Then, some methods are presented for deriving lower estimates for operators defined in terms of quasinilpotent semigroups using techniques from the theory of complex analysis.
Bounded degree of weakly algebraic topological Lie algebras.