Sharp fractional Landau inequalities hold in rotating fractional Sobolev spaces for high-Mach compressible flows with explicit dependence on Mach number, rotation rate and anisotropy, yielding neural operator approximation rates of order N^{-ν/d_{α,Ω}}.
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Anisotropic Mixed Fractional Landau Inequalities for Rotating Compressible Flows
Sharp fractional Landau inequalities hold in rotating fractional Sobolev spaces for high-Mach compressible flows with explicit dependence on Mach number, rotation rate and anisotropy, yielding neural operator approximation rates of order N^{-ν/d_{α,Ω}}.