The paper establishes optimal decoupling inequalities for C^4 tangent surfaces in R^3, completing the zero Gaussian curvature case of Bourgain-Demeter's l^2 decoupling theory.
Differential geometry of curves and surfaces , Prentice-Hall Inc
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Decouplings for Surfaces of Zero Curvature
The paper establishes optimal decoupling inequalities for C^4 tangent surfaces in R^3, completing the zero Gaussian curvature case of Bourgain-Demeter's l^2 decoupling theory.