Concerning entire functions in $B_{0}$-algebras
Volume 110 / 1994
Studia Mathematica 110 (1994), 283-290
DOI: 10.4064/sm-110-3-283-290
Abstract
We construct a non-m-convex non-commutative $B_0$-algebra on which all entire functions operate. Our example is also a Q-algebra and a radical algebra. It follows that some results true in the commutative case fail in general.
