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Cellularity and Jones basic construction

Author: John Eric Graber; Frederick M Goodman; University of Iowa. Department of Mathematics.
Publisher: Iowa City : University of Iowa, 2009.
Dissertation: Ph. D. thesis : University of Iowa, 2009.
Edition/Format:   Thesis/dissertation : Document : Thesis/dissertation : eBook   Computer File : English
Database:WorldCat
Summary:
This thesis establishes a framework for cellularity of algebras related to the Jones basic construction. The framework allows a uniform proof of cellularity of Brauer algebras, BMW algebras, walled Brauer algebras, partition algebras, and others. In this setting, the cellular bases are labeled by paths on certain branching diagrams rather than by tangles. Moreover, for this class of algebras, the cellular structures  Read more...
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Details

Material Type: Document, Thesis/dissertation, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: John Eric Graber; Frederick M Goodman; University of Iowa. Department of Mathematics.
OCLC Number: 605085041
Notes: Thesis supervisor: Frederick M. Goodman.
Description: v, 88 leaves : ill.
Details: Mode of access: World Wide Web.; System requirements: Adobe Reader.
Responsibility: by John Eric Graber.

Abstract:

This thesis establishes a framework for cellularity of algebras related to the Jones basic construction. The framework allows a uniform proof of cellularity of Brauer algebras, BMW algebras, walled Brauer algebras, partition algebras, and others. In this setting, the cellular bases are labeled by paths on certain branching diagrams rather than by tangles. Moreover, for this class of algebras, the cellular structures are compatible with restriction and induction of modules.

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