Title: Proving 5D AGT conjecture and Duality under Changing Preferred Directions
Speaker: Masayuki Fukuda (University of Tokyo)
Abstract: We give a proof for the factorization property of the arbitrary matrix elements of the multi-valent intertwining operator (or refined topological vertex operator) associated with the Ding–Iohara–Miki algebra. That factorization formula provides us with a reasonable algebraic description of the 5D (K-theoretic) Alday-Gaiotto-Tachikawa (AGT) correspondence and the algebraic proof for the invariance under the preferred direction of the refined topological verices.
Time: Tuesday 25 June 2019, 2.30pm
Location: Lecture Room, 1st Floor, School of Theoretical Physics, DIAS, 10 Burlington Road, Dublin 4
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Posted: 29th May 2019 by George Rogers
Tuesday 25th June : STP Seminar – Proving 5D AGT conjecture and Duality under Changing Preferred Directions
Title: Proving 5D AGT conjecture and Duality under Changing Preferred Directions
Speaker: Masayuki Fukuda (University of Tokyo)
Abstract: We give a proof for the factorization property of the arbitrary matrix elements of the multi-valent intertwining operator (or refined topological vertex operator) associated with the Ding–Iohara–Miki algebra. That factorization formula provides us with a reasonable algebraic description of the 5D (K-theoretic) Alday-Gaiotto-Tachikawa (AGT) correspondence and the algebraic proof for the invariance under the preferred direction of the refined topological verices.
Time: Tuesday 25 June 2019, 2.30pm
Location: Lecture Room, 1st Floor, School of Theoretical Physics, DIAS, 10 Burlington Road, Dublin 4
Category: Regular seminars, School of Theoretical Physics News & Events
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