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Abstract In this article, we study the duals of homogeneous weighted sequence Besov spaces , where the weight w is non-negative and locally integrable. In particular, when 0 < p < 1, we find a type of new sequence spaces which characterize the duals of . Also, we find the necessary and sufficient...
Abstract We study bounded positive definite double sequences which are stationary with respect to a polynomial hypergroup structure generated by . Connected with bounded positive definite and R n -stationary double sequences is an R n -stationary sequence of elements in a Hilbert space. We derive...