Includes bibliographical references.

Explicit formulae for Taylor's functional calculus ; A survey of invariant Hilbert spaces of analytic functions on bounded symmetric domains ; Homogeneous operators and systems of imprimitivity ; Duality between ^\infty and ^\infty on domains with nondegenerate corners ; Commutative subspace lattices, complete distributivity and approximation ; Models and resolutions for Hilbert modules ; Positivity, extensions and the truncated complex moment problem ; Torsion invariants for finite von Neumann algebras ; Algebraic heory invariants for operator theory ; Fundamentals of harmonic analysis on domains in complex space ; Spectral picture and index invariants of commuting uples of operators ; Schatten class of Hankel and Toeplitz operators on the Bergman space of strongly pseudoconvex domains ; Operator equations with elementary operators ; Membership in the class bf A^(2)_\aleph _0(\scr H) ; Higher order Hankel forms ; Realvalued spectral flow ; Abstract overline \partial esolutions for several commuting operators ; Toeplitz ^* lgebras and several complex variables ; Positivity conditions and standard models for commuting multioperators ; Trace formulas and completely unitary invariants for some uples of commuting operators D W Albrecht ; Jonathan Arazy ; Bhaskar Bagchi and Gadadhar Misra ; David E Barrett ; Kenneth R Davidson ; R G Douglas ; Lawrence Fialkow ; Dong Geng Gong and Joel Pincus ; Jerome Kaminker ; Steven G Krantz ; R N Levy ; Huiping Li and Daniel H Luecking ; Martin Mathieu ; Alfredo Octavio ; Jaak Peetre and Richard Rochberg ; Vicumpriya S Perera ; Mihai Putinar ; Norberto Salinas ; FH Vasilescu ; Daoxing Xia