Daneri S, Székelyhidi Jr. L (2016)
Publication Type: Other publication type
Publication year: 2016
URI: https://arxiv.org/abs/1603.09714
In this paper we address the Cauchy problem for the incompressible Euler equations in the periodic setting. Based on estimates developed in [Buckmaster-De Lellis-Isett-Sz\'ekelyhidi], we prove that the set of H\"older $1\slash 5-\eps$ wild initial data is dense in
APA:
Daneri, S., & Székelyhidi Jr., L. (2016). Non-uniqueness and h-principle for Hölder-continuous weak solutions of the Euler equations.
MLA:
Daneri, Sara, and László Székelyhidi Jr.. Non-uniqueness and h-principle for Hölder-continuous weak solutions of the Euler equations. 2016.
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