Status |
Confirmed |
Seminar Series |
SEM-CPHT |
Subjects |
hep-th |
Date |
Thursday 18 October 2018 |
Time |
14:00 |
Institute |
CPHT |
Seminar Room |
Salle de Conférence Louis Michel (Bât. 6) |
Speaker's Last Name |
Gepner |
Speaker's First Name |
Doron |
Speaker's Email Address |
doron [dot] gepner [at] weizmann [dot] ac [dot] il |
Speaker's Institution |
Weizmann Institute |
Title |
Three blocks solvable lattice models and Birman-Murakami-Wenzl algebra |
Abstract |
Birman-Murakami-Wenzl (BMW) algebra was introduced in connection with knot theory. We treat here
interaction round the face solvable (IRF) lattice models. We assume that the face transfer matrix obeys a
cubic polynomial equation, which is called the three block case. We prove that the three block theories all
obey the BMW algebra. This result is important to the solution of IRF lattice models and the development
of new models, as well as to knot theory. |
arXiv Preprint Number |
1807.05603 |
Comments |
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Attachments |
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