OPERATOR THEORY SEMINAR

    FALL 2004


    Spring 2004 Operator Theory Schedule

    Fall 2003 Operator Theory Schedule

    Spring 2003 Operator Theory Schedule

    Fall 2002 Operator Theory Schedule

    The seminar meets Tuesdays 3:30-4:30 PM in KER 326. Special lectures outside this hour may be announced from time to time.


    Sept. 6-10

    Tuesday, Sept. 7
    Tom Kriete
    The C*-algebra of a linear-fractional composition operator


    Sept. 13-17

    Tuesday, Sept. 14
    Tom Kriete
    The C*-algebra of a linear-fractional composition operator, continued


    Sept. 20-24

    Tuesday, Sept. 21
    Tom Kriete
    The C*-algebra of a linear-fractional composition operator, continued


    Sept. 27-Oct. 1

    Tuesday, Sept. 28
    Turgay Kaptanoglu, Middle East Technical University
    Diagonal Besov Spaces on the Unit Ball of Cn : Bergman projections


    Oct. 4-8

    Tuesday, Oct. 5
    Turgay Kaptanoglu, Middle East Technical University
    Diagonal Besov Spaces on the Unit Ball of Cn : Analytic properties


    Oct. 11-15
    FALL BREAK OCT. 9-12


    Oct. 18-22

    Tuesday, Oct. 19
    Turgay Kaptanoglu, Middle East Technical University
    Diagonal Besov Spaces on the Unit Ball of Cn : Carleson measures


    Oct. 25-29

    Tuesday, Oct. 26
    James Rovnyak
    Invariant subspaces and Nevanlinna-Pick kernels, following McCullough and Trent


    Nov. 1-5

    Tuesday, Nov. 2
    James Rovnyak
    Invariant subspaces and Nevanlinna-Pick kernels, following McCullough and Trent (continued)


    Nov. 8-12

    Tuesday, Nov. 9
    Joseph A. Cima, University of North Carolina
    Boundary limits of holomorphic functions on the ball


    Nov. 15-19

    Tuesday, Nov. 16: No meeting.


    Nov. 22-26
    THANKSGIVING WEEK


    Nov. 29-Dec. 3

    Tuesday, Nov. 30
    Joseph A. Cima, University of North Carolina
    Boundary limits of holomorphic functions on the ball, continued


    Dec. 6-10

    Tuesday, Dec. 7: No meeting


    Dec. 13-17

    SPECIAL LECTURE
    Monday, Dec. 13, 3:30 PM, KER 317
    Alec Matheson, Lamar University
    Weak-type inequalities for Bergman-like projection