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Donaldson divisors and spectral invariants

Published 6 May 2024 in math.SG | (2405.03444v1)

Abstract: We establish a comparison between spectral invariants for a symplectic manifold and a Donaldson divisor therein, and answer a question of Borman from 2012 on the reduction of Entov--Polterovich quasimorphisms, under a reasonable assumption. The method involves a quantitative interpretation of Biran--Khanevsky's quantum Gysin sequence.

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Authors (1)

  1. Yusuke Kawamoto 

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