L^p estimates for dyadic singular integral forms associated with hypergraphs and for ergodic-martingale paraproducts

Abstract: We will identify T(1)-type conditions and other characterizations of L^p boundedness of entangled multilinear singular integrals associated with hypergraphs. After that, we will examine the convergence of ergodic-martingale paraproducts in the Lebesgue spaces with respect to the range of exponents.

analysis of PDEsclassical analysis and ODEscomplex variablesdifferential geometrydynamical systemsfunctional analysismetric geometry

Audience: researchers in the topic

Analysis and Geometry Seminar