首页> 中文期刊> 《数学年刊B辑(英文版)》 >Restriction Theorems on Métiver Groups Associated to Joint Functional Calculus

Restriction Theorems on Métiver Groups Associated to Joint Functional Calculus

         

摘要

The authors get on Métivier groups the spectral resolution of a class of operators m(L,-△_■), the joint functional calculus of the sub-Laplacian and Laplacian on the centre,and then give some restriction theorems together with their asymptotic estimates, asserting the mix-norm boundedness of the spectral projection operators P_μ~m for two classes of functions m(a,b) =(a~α + b~β)~γ or(1 + a~α + b~β)~γ, with α,β > 0,γ≠0.

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