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Canonical Kähler metrics and quantization

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Louis Ioos
Tel Aviv University/MPIM
Thu, 13/01/2022 - 15:00 - 16:00
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For zoom details please contact Christian Kaiser (

The search for canonical Kähler metrics on projective manifolds is a fundamental problem in complex algebraic geometry. In the beginning of the century, Donaldson discovered a link between this problem and a geometric point of view on quantum mechanics proposed by Berezin in the seventies. In this talk, I will explain this link, and show how a semi-classical estimate on the quantum noise of the so-called Berezin-Toeplitz quantization can be applied to Donaldson's program. This talk is based on a joint project with Leonid Polterovich.

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