Banach Algebras with Involution.
Banach power - associative algebras : the complex and (or) non commutative cases
Bijectivity of *-Endomorphisms of ...(H) and the Unilateral Shift.
Biweights and -homomorphisms of partial -algebras.
Bounded elements and spectrum in Banach quasi *-algebras
A normal Banach quasi *-algebra (,) has a distinguished Banach *-algebra consisting of bounded elements of . The latter *-algebra is shown to coincide with the set of elements of having finite spectral radius. If the family () of bounded invariant positive sesquilinear forms on contains sufficiently many elements then the Banach *-algebra of bounded elements can be characterized via a C*-seminorm defined by the elements of ().
Bounded structures of uniformly A-convex algebras.