Unique existence of strong solutions to the inviscid SQG equation is established in the critical Besov space dot B^2_{2,1} on a bounded domain with homogeneous Dirichlet boundary conditions.
Marchand,Existence and regularity of weak solutions to the quasi-geostrophic equations in the spacesL p or ˙H −1/2, Comm
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Unique existence of solutions to the inviscid SQG equation in a critical space
Unique existence of strong solutions to the inviscid SQG equation is established in the critical Besov space dot B^2_{2,1} on a bounded domain with homogeneous Dirichlet boundary conditions.