摘要
证明了当函数F满足Mihlin条件时,谱乘子F(L)=integral from n=0 to ∞(F(λ)dEL(λ))在Lp(Hn)(1<p<∞)及Hardy空间H1L(Hn)上有界.
This paper proves that the spectral multiplier F(L)=∫0∞F(λ)dEL(λ) is bounded in Lp(Hn)(1〈p〈∞)and Hardy space HL1 (Hn) , when the function F satisfies the Mihlin condition.
出处
《北方工业大学学报》
2012年第3期57-62,共6页
Journal of North China University of Technology