Analysis Group

Faculty and their fields of interest

     
    Edward Azoff, Professor, Ph.D. Michigan, 1972
    Fields of Interest:  Non-self-adjoint operator algebras, Invariant Subspaces, 
    Applications of Descriptive Set Theory to Operator Theory
    Email: azoff@math.uga.edu

    Richard H. Bouldin, Professor, Ph.D. Virginia, 1968
    Fields of Interest:  Functional Analysis, Operator Theory 
    Email: rbouldin@math.uga.edu

    Joseph Fu, Professor, Ph.D. MIT 1984 
    Fields of Interest:  Differential and Integral Geometry, Geometric Measure Theory.
    Email: fu@math.uga.edu

    Elliot C. Gootman, Professor, Ph.D. MIT, 1970
    Fields of Interest:  Functional Analysis, Operator Algebras, Mathematics Education
    Email: gootman@math.uga.edu

    John A. Gosselin, Associate Professor, Ph.D. Purdue, 1972
    Fields of Interest:  Harmonic Analysis
    Email: john@math.uga.edu

    Ken Johnson, Professor, Ph.D. UC-Berkeley, 1968
    Fields of Interest:  Lie Groups, Representation Theory
    Email: ken@math.uga.edu

    Akos Magyar, Assistant Professor, Ph.D. Princeton 1995
    Fields of Interest:  Harmonic Analysis
    Email: magyar@math.uga.edu

    Jim Solazzo, Postdoc, Ph.D. Houston, 2000
    Fields of Interest: Interpolation Problems in Classical Function Theory and Operator Algebras.
    Email: solazzo@math.uga.edu

    Jingzhi Tie, Assistant Professor, Ph.D. Toronto, 1995
    Fields of Interest:  Harmonic Analysis on the Heisenberg Group, Several Complex Variables, Sub-elliptic PDEs.
    Email: jtie@math.uga.edu

    Shuzhou Wang, Associate Professor, Ph.D. Berkeley, 1993
    Fields of Interest:  Quantum Groups, Noncommutative Geometry, Operator Algebras, Mathematical Physics
    Email: szwang@math.uga.edu
     

     Weekly Seminars (Spring 2000)

                                  All seminars are held in the Boyd Graduate Studies Research Center.

    Analysis

    Differential Geometry

    Harmonic Analysis

    Click here and search for This week's seminar schedule.
     

     Further Information

    The Graduate Bulletin of our department with information for prospective graduate students is available online. If you are interested in graduate studies in (real or complex, classical or modern) analysis and you would like further information on our group, do not hesitate to contact any of us. 


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