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Items where Author is "Spirito, Stefano"

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Group by: Date | Item Type | Refereed
Number of items: 9.

23 May 2019

Ciampa, Gennaro and Crippa, Gianluca and Spirito, Stefano. (2019) Weak solutions obtained by the vortex method for the 2D Euler equations are Lagrangian and conserve the energy. Preprints Fachbereich Mathematik , 2019 (08).

February 2019

Ciampa, Gennaro and Crippa, Gianluca and Spirito, Stefano. (2019) On smooth approximations of rough vector fields and the selection of flows. Preprints Fachbereich Mathematik, 2019 (04).

Ciampa, Gennaro and Crippa, Gianluca and Spirito, Stefano. (2019) Smooth approximation is not a selection principle for the transport equation with rough vector field. Preprints Fachbereich Mathematik, 2019 (07).

2017

Crippa, Gianluca and Nobili, Camilla and Seis, Christian and Spirito, Stefano. (2017) Eulerian and Lagrangian Solutions to the Continuity and Euler Equations with L 1 Vorticity. SIAM Journal on Mathematical Analysis, 49 (5). pp. 3973-3998.

Crippa, Gianluca and Gusev, Nikolay and Spirito, Stefano and Wiedemann, Emil. (2017) Failure of the chain rule for the divergence of bounded vector fields. Annali della Scuola Normale di Pisa - Classe di Scienze, 17 (1). pp. 1-18.

2015

Crippa, Gianluca and Gusev, Nikolay and Spirito, Stefano and Wiedemann, Emil. (2015) Non-uniqueness and prescribed energy for the continuity equation. Communications in mathematical sciences, 13 (7). pp. 1937-1947.

Crippa, Gianluca and Spirito, Stefano. (2015) Renormalized solutions of the 2D Euler equations. Communications in mathematical physics, 339 (1). pp. 191-198.

Colombo, Maria and Crippa, Gianluca and Spirito, Stefano. (2015) Renormalized solutions to the continuity equation with an integrable damping term. Calculus of variations and partial differential equations, 54 (2). pp. 1831-1845.

Crippa, Gianluca and Semenova, Elizaveta and Spirito, Stefano. (2015) Strong continuity for the 2D Euler equations. Kinetic and related models, 8 (4). pp. 685-689.

This list was generated on Mon Feb 24 19:32:20 2020 CET.