Background

I  earned my doctoral degree  from the University of  Memphis under the supervision of Professor John Haddock.  My thesis work addressed stability  properties of solutions of functional differential equations employing the technique of limiting equations.  

Research and Teaching Interests

I have worked in functional differential equations, measure theory and integration, weighted composition operators on L2 spaces, the isometric theory  of Banach spaces of analytic functions, and continuous semigroups of compositon operators on the Hardy and Bergman spaces.

I am interested in teaching courses in analysis from introductory calculus to graduate courses in real and complex analysis.