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Title:
The duality of Loewner energy and foliations by Weil-Petersson quasicircles
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Abstract:
The Loewner energy is the large deviation rate function of SLE_0+ and a Jordan curve has finite Loewner energy if and only if it is a Weil-Petersson quasicircle. The dual Loewner energy, introduced in a recent joint work with Morris Ang and Minjae Park (MIT), is the large deviation rate function of SLE_infinity.
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