A multi (sub) linear maximal operator that acts on the product of m Lebesgue spaces and is
smaller than the m-fold product of the Hardy–Littlewood maximal function is studied. The …

The maximal operator associated with multilinear Calderón-Zygmund singular integrals is
introduced and shown to be bounded on product of Lebesgue spaces. Moreover weighted …

We prove $ L^ p $ estimates for a large class of multi-linear operators, which includes the
multi-linear paraproducts studied by Coifman and Meyer (1991), as well as the bilinear …

Sharp maximal function estimates Page 330 http://dx. doi. org/10.1090/conm/320/05615
Contemporary Mathematics Volume 320, 2003 Sharp maximal function estimates for multilinear …

In this paper, a class of multiple fractional type weights A (p→, q) is defined as where
νω→=∏ i= 1mωi. And the necessary condition for the characterization of A (p→, q) is also …

Iterated commutators of multilinear Calderón–Zygmund operators and pointwise
multiplication with functions in bounded mean oscillation are studied in products of …

The multilinear Calderón–Zygmund theory is developed in the setting of RD-spaces which
are spaces of homogeneous type equipped with measures satisfying a reverse doubling …

We obtain endpoint estimates for multilinear singular integral operators whose kernels
satisfy regularity conditions significantly weaker than those of the standard Calderón …

Generalized Gegenbauer shift and some problems of the theory of approximation of functions
on the metric of L2,λ Page 1 Transactions of NAS of Azerbaijan, Issue Mathematics, 35 (4) …

In this paper, the following iterated commutators $ T_ {*,\Pi b} $ of maximal operator for
multilinear singular integral operators and $ I_ {\alpha,\Pi b} $ of multilinear fractional …