1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.CA2012★ 1 cited
One-parameter and multiparameter function classes are intersections of finitely many dyadic classes
Ji Li, Jill Pipher, Lesley A. Ward
We prove that the class of Muckenhoupt A_p weights coincides with the intersection of finitely many suitable translates of dyadic A_p, in both the one-parameter and multiparameter…
math.CV2012
A new class of harmonic measure distribution functions
Ariel Barton, Lesley A. Ward
Let D be a planar domain containing 0. Let h_D(r) be the harmonic measure at 0 in D of the part of the boundary of D within distance r of 0. The resulting function h_D is called th…
math.CA2010
Geometric-arithmetic averaging of dyadic weights
Jill Pipher, Lesley Ward, Xiao Xiao
The theory of (Muckenhoupt) weights arises in many areas of analysis, for example in connection with bounds for singular integrals and maximal functions on weighted spaces. We prov…