Upper bounds on the Lagrangian spectral norm

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Egor Shelukhin, University of Montreal

We discuss recent developments in establishing uniform bounds on the spectral norm and related invariants in the absolute and relative settings. In particular, we describe new progress on a conjecture of Viterbo asserting such bounds for exact deformations of the zero section in unit cotangent disk bundles. This talk is partially based on joint work with Asaf Kislev.