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Editors contains: "Aron, R."

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  1. (, Journal of Mathematical Analysis and Applications)
    Aron, R. (Ed.)
    Tail and Bernstein--Markov inequalities for Banach space valued functions on Hamming cube. The novelty is in getting rid of irritating logarithms while proving those estimates for gradient rather that square root of Laplacian. 
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  2. ; (, Journal of Mathematical Analysis and Applications)
    Aron, R. (Ed.)
    A model of randomness for self-similar Cantor sets was considered. Th expectation of Buffon needle probability (Favard length) for small neighborhood of such random sets was estimated as logarithmic in the smallness was proved. It is best possible by P. Mattila classical estimate. 
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