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REGULARIZED SEMIGROUPS GENERATED BY PSEUDODIFFERENTIAL OPERATORS ON C~α 被引量:1

REGULARIZED SEMIGROUPS GENERATED BY PSEUDODIFFERENTIAL OPERATORS ON C α *
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摘要 Let Op(f) be a pseudodifferential operator with symbol f∈ S m ρ,0 having constant coefficients. We prove that Op(f) generates a regularized semigroup or cosine function on C α (R n) (0<α<1) when the symbol f(ξ) and its derivatives satisfy certain growth conditions. Let Op(f) be a pseudodifferential operator with symbol f∈ S m ρ,0 having constant coefficients. We prove that Op(f) generates a regularized semigroup or cosine function on C α (R n) (0<α<1) when the symbol f(ξ) and its derivatives satisfy certain growth conditions.
作者 张寄洲
机构地区 武汉大学
出处 《Annals of Differential Equations》 1998年第2期329-335,共7页 微分方程年刊(英文版)
关键词 pseudodfferential operator regularized semigroup and cosine function fourier Multiplier pseudodfferential operator, regularized semigroup and cosine function, fourier Multiplier
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