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## Details

Genre/Form: | Electronic books Conference papers and proceedings Congresses |
---|---|

Additional Physical Format: | Print version: Joint Summer Research Conference on Multivariable Operator Theory (1993 : Seattle, Wash.). Multivariable operator theory. Providence, R.I. : American Mathematical Society, ©1995 (DLC) 95002345 (OCoLC)32014414 |

Material Type: | Conference publication, Document, Internet resource |

Document Type: | Internet Resource, Computer File |

All Authors / Contributors: |
Raúl E Curto |

ISBN: | 9780821877760 0821877763 9780821855225 0821855220 |

OCLC Number: | 805445164 |

Description: | 1 online resource (x, 380 pages) : illustrations. |

Contents: | Explicit formulae for Taylor's functional calculus / D.W. Albrecht -- A survey of invariant Hilbert spaces of analytic functions on bounded symmetric domains / Jonathan Arazy -- Homogeneous operators and systems of imprimitivity / Bhaskar Bagchi and Gadadhar Misra -- Duality between [actual symbol not reproducible] on domains with nondegenerate corners / David E. Barrett -- Commutative subspace lattices, complete distributivity and approximation / Kenneth R. Davidson -- Models and resolutions for Hilbert modules / R.G. Douglas -- Positivity, extensions and the truncated complex moment problem / Lawrence Fialkow -- Torsion invariants for finite von Neumann algebras / Donggeng Gong and Joel Pincus -- Algebraic K-theory invariants for operator theory / Jerome Kaminker -- Fundamentals of harmonic analysis on domains in complex space / Steven G. Krantz -- Spectral picture and index invariants of commuting n-tuples of operators / R.N. Levy. |

Series Title: | Contemporary mathematics (American Mathematical Society), v. 185. |

Responsibility: | Raúl E. Curto [and others], editors. |

### Abstract:

This volume contains a collection of papers presented at the Summer Research Conference on Multivariable Operator Theory, held in July 1993 at the University of Washington in Seattle. The articles contain contributions to a variety of areas and topics which may be viewed as forming an emerging new subject. This subject involves the study of geometric rather than topological invariants associated with the general theme of operator theory in several variables. Developments have occurred in several different directions, with the aid of a variety of techniques, and many advances have been made through cross-pollination among different areas of mathematics. The goal of the conference, and of this volume, is to spur discussion of the connections among the various approaches and new directions for research.

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