D'ominique Kemp

most citedDecoupling via Scale-based Approximations of Limited Efficacy

1 citations · 1 across the 1 of their papers we have counts for

collaborators

3 papers

math.CA2021★ 1 cited

Decoupling via Scale-based Approximations of Limited Efficacy

Dóminique Kemp

We consider the decoupling theory of a broad class of $C^{5}$ surfaces $M \subset R^{3}$ lacking planar points. In particular, our approach also applies to surfaces w…

math.CA2019

Decouplings for Real Analytic Surfaces of Revolution

Jean Bourgain, Ciprian Demeter, Dominique Kemp

We extend the decoupling results of the first two authors to the case of real analytic surfaces of revolution in $R^{3}$ . New examples of interest include the torus and the…

math.CA2019

Decouplings for Surfaces of Zero Curvature

Dominique Kemp

We extend the $l^{2} (L^{p})$ decoupling theorem of Bourgain-Demeter to the full class of developable surfaces in $R^{3}$ . This completes the $l^{2}$ decoupling theory of the zero…