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    Weighted bounds for the composition of singular integral operators with nonsmooth kernels on spaces of homogeneous type (English)

    In: Acta Mathematica Hungarica ; 165 , 1 ; 169-191  ; 2021

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    Let (X,d,μ) be a space of homogeneous type. Let T1,T2 be singular integral operators with nonsmooth kernels. By establishing sparse domination, we obtain quantitative boundedness for the composite operator T1T2 on Lp(X,ω) with ω∈Ap and the weighted endpoint estimate for the composite operator T1T2.

    Table of contents – Volume 165, Issue 1

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    The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.

    1
    More on Weak Diamond
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    Dimension prints for continuous functions on the unit square
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    100
    On m-$$\sigma$$-embedded subgroups of finite groups
    Guo, J. / Guo, W. / Qiao, S. / Zhang, C. et al. | 2021
    100
    On m-σ-embedded subgroups of finite groups
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    112
    Reverse induction proof of D property of the countable power of the Sorgenfrey line
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    134
    Constructing finite sets from their representation functions
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    146
    The Iwasawa invariant $$\mu$$ vanishes for $$\mathbb{Z}_{2}$$-extensions of certain real biquadratic fields
    EL Mahi, A. / Ziane, M. et al. | 2021
    146
    The Iwasawa invariant μ vanishes for Z2-extensions of certain real biquadratic fields
    EL Mahi, A. / Ziane, M. et al. | 2021
    156
    Cancellable elements of the lattice of monoid varieties
    Gusev, S. V. / Lee, E. W. H. et al. | 2021
    169
    Weighted bounds for the composition of singular integral operators with nonsmooth kernels on spaces of homogeneous type
    Liu, D. / Zhao, J. et al. | 2021
    192
    Colouring of successor of regular, again
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    218
    Rényi 100, Quantitative and qualitative (in)dependence
    Arató, M. / Katona, Gy. O. H. / Michaletzky, Gy. / Móri, T. F. / Pintz, J. / Rudas, T. / Székely, G. J. / Tusnády, G. et al. | 2021

    How to get this title?

    Check access
    Download
    Commercial Copyright fee: €39.95 Basic fee: €4.00 Total price: €43.95
    Academic Copyright fee: €15.00 Basic fee: €2.00 Total price: €17.00

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