Boundedness for strongly singular integral operator on weighted Amalgam space
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Abstract
When strongly singular integral operator T and its commutator b,T generated by the strongly singular integral operator with BMO function b are bounded on weighted Lq,using the methods of harmonic analysis.The authors prove they are bounded on weighted Amalgam space (Lq,Lp),and the boundedness from weighted Amalgam space (Lq(w),Lp) to weighted Amalgam space (Lq(w),Lp).
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