Publications

Dana D. Clahane, Ph.D.

Division of Mathematics & Computer Science

Fullerton College

dclahane@fullcoll.edu

Research Area: Analysis

1. Operator theory (in one and several complex variables)

2. Free Probability

3. Time-Frequency Analysis

Research Articles: (please note that some of these papers are owned by the respective publishers; therefore, these downloads are for individual/personal use only.)

(Click on the highlighted titles below to download those papers in .pdf format.  For those of you    

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    Feel free to email me for other listed preprints that I have not yet posted

here.)

• Compact weighted composition operators and fixed points in convex domains, submitted, 2005. (Arxiv link)

• Norm equivalence and composition operators on Bloch/Lipschitz spaces of the unit ball, (with S. Stevic) J. Inequalities Appl., to appear. (Arxiv link).

• Composition operators on generalized Bloch spaces of the polydisk, (with S. Stevic and Z. Zhou) submitted, 2005. (Arxiv link).

• Spectra of compact composition operators over bounded symmetric domains, Integral Equations Operator Theory 51 (2005), 41-56.

• Bounded composition operators on Lipschitz and Bloch spaces of the polydisk, to appear in Integral Equations and Operator Theory.

• Compact composition operators on weighted Bergman spaces of the unit ball, J. Operator Theory 45 (2001), no. 2, 335--355. (MathSciNet Review of this paper)

• Compact composition operators on boundary-regular, automorphism-invariant small spaces of the polydisk, in progress.