Date of Award
5-2-1996
Document Type
Thesis
Degree Name
Bachelor of Arts
Department
Mathematics
First Advisor
Dr. William T. Ross
Abstract
In this paper, we explore certain Banach spaces of analytic functions. In particular, we study the space A-1, demonstrating some of its basic properties including non-separability. We ask the question: given a class C of analytic functions on the unit disk D and a sequence [Zn] = 0 for all n? Finally, we explore Mz invariant subspaces of A-1, demonstrating that they may possess the codimension-2 property.
Recommended Citation
Nimchek, Michael T., "Banach spaces of analytic functions" (1996). Honors Theses. 665.
https://scholarship.richmond.edu/honors-theses/665