Quantization of the heat polarization in twisted spacetime
ORAL
Abstract
We study the heat polarization in the quantum Hall system in 2+1-dimensional twisted spacetime. In analogy with the quantum Hall effect, the quantized thermal Hall effect can be explained by defining the heat polarization and the heat magnetization, the theory of which is based on the spacetime geometry. In this study, we consider a diffeomorphism of spacetime by twisting the boundary condition in both spatial and temporal directions. We will show that the diffeomorphism in the quantum Hall system induces heat transfer between boundaries, which gives rise to the heat polarization.
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Presenters
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Ryota Nakai
RIKEN
Authors
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Ryota Nakai
RIKEN
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Shinsei Ryu
James Franck Institute and Kadanoff Center for Theoretical Physics, University of Chicago, Univ of Chicago, University of Chicago, Univeristy of Chicago
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Kentaro Nomura
Tohoku Univ, Institute for Materials Research, Tohoku University, Tohoku University, Institute for Materials Research, Tohoku Univ, IMR, Tohoku University