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We give the characterizations of the classes of matrix trans-formations (<TEX>m(φ),ₚ</TEX>), (<TEX>n(φ),ₚ</TEX>) ([5, Theorem 2]), (<TEX>ₚ,m(φ)</TEX>) ([5, Theorem 1]) and (<TEX>ₚ,n(φ)</TEX>) for <TEX>1≤p≤∞</TEX>, establish estimates for the norms of the bounded linear operators defined by those matrix transformations and characterize the corresponding subclasses of compact matrix operators.
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Malkowsky et al. (2011) studied this question.
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