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Renormalized volume of 3-dimensional hyperbolic manifolds of infinite volume
[2018 KAIST Math. Colloquium]
Date: 2018-04-26
Speaker : 박진성 (KIAS)
Abstract : The renormalized volume is an invariant of a conformally compact Einstein manifold, which has been studied extensively in several research areas: conformal geometry, global analysis, and mathematical physics. In this coloquium talk, I will explain the basic notion and properties of the renormalized volume of 3-dimensional hyperbolic manifolds of infinite volume, and its relation with the Liouville theory for conformal boundary Riemann surface.
VOD : [VIDEO]  [YOUTUBE]
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Information Center for Mathematical Sciences KAIST
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