@article {6877,
	title = {LOCAL PERSISTENCE OF GEOMETRIC STRUCTURES FOR BOUSSINESQ SYSTEM WITH ZERO VISCOSITY},
	volume = {71},
	number = {4},
	year = {2019},
	pages = {285-303},
	abstract = {
	The current paper deals with the local well-posedness problem for the twodimensional partial viscous Boussinesq system when the initial vorticity belongs to the patch class. We prove in particular some results concerning the regularity persistence of the patch boundary and establish the convergence towards the inviscid limit when the molecular diffusivity goes to zero.\&nbsp;

},
	url = {https://www.semanticscholar.org/paper/LOCAL-PERSISTENCE-OF-GEOMETRIC-STRUCTURES-FOR-WITH-Meddour/7c88a7238d20ec8dc425052e106ca8e889112afa},
	author = {Meddour, Halima}
}
