Presentation
An isomorphism between the fusion algebras of VL+ and type D(1) level 2
American Mathematical Society (AMS) / Mathematical Association of America (MMA) Joint Meeting
Document Type
Conference Presentation
Department
Mathematics
Location
Washington, D.C.
Conference Dates
January 5-8, 2009
Date of Presentation
1-5-2009
Disciplines
Abstract
This talk will show that the fusion algebra of the vertex operator algebra VL+ (where L is a rank 1 even lattice) is isomorphic to the fusion algebra of the affine Kac-Moody Lie algebra of type D(1) at level 2.
Citation Information
Michael Cuntz and Christopher D. Goff. "An isomorphism between the fusion algebras of VL+ and type D(1) level 2" American Mathematical Society (AMS) / Mathematical Association of America (MMA) Joint Meeting (2009) Available at: http://works.bepress.com/chris-goff/9/
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Note: "Shortly after posting this article, C. Schweigert pointed out to us that our result was already known in physics literature. The paper is thus mainly useful for looking up the explicit fusion algebra and S-matrix of type D level 2"