Let (Ω,F,μ) be a probability space and let T = P1P2 ···Pd be a finite product of conditional expectations
with respect to the sub σ-algebras F1,F2, . . . ,Fd . We show that for every f ∈ Lp(μ), 1
Keywords :
Conditional expectations , maximal inequality , Complex interpolation , Cesàrosummability , Spectral sets , Almost everywhere convergence