On systems of non-overlapping Haar polynomials

Abstract

We prove that $\log n$ is an almost everywhere convergence Weyl multiplier for the orthonormal systems of non-overlapping Haar polynomials. Moreover, it is done for the general systems of martingale difference polynomials.

9 pages

Cited by in corpus (2)

• On wavelet polynomials and Weyl multipliers
• On Weyl multipliers of the rearranged trigonometric system