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- W2952989265 abstract "In this paper we introduce a new method for approaching the C^0 - rigidity results for the Poisson bracket. Using this method, we provide a different proof for the lower semi-continuity under C^0 perturbations, for the uniform norm of the Poisson bracket. We find the precise rate for the modulus of the semi-continuity. This extends the previous results of Cardin-Viterbo, Zapolsky, Entov and Polterovich. Using our method, we prove a C^0 - rigidity result in the spirit of the work of Humiliere. We also discuss a general question of the C^0 - rigidity for multilinear differential operators." @default.
- W2952989265 created "2019-06-27" @default.
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- W2952989265 date "2008-02-26" @default.
- W2952989265 modified "2023-09-27" @default.
- W2952989265 title "The 2/3 - convergence rate for the Poisson bracket" @default.
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