The Range of the Restriction Map for a Multiplicity Variety in Hörmander Algebras of Entire Functions

Invariant Subspaces of the Integration Operators on Hörmander Algebras and Korenblum Type Spaces

“…We refer the reader for example to the books [23], [34] and [35]. Hörmander algebras of entire functions [1], [10], [11], [17], [28], as well as Koremblum space and other intersections and unions of growth Banach spaces of holomorphic functions on the unit disc [6], [18], [23], are natural examples of (locally convex) spaces of holomorphic functions. Vogt [32] proved that there are Fréchet spaces E which are contained in H(G) such that the inclusion E ⊂ H(G) is not continuous.…”