Dyadic weights on $R^n$ and reverse Holder inequalities

Eleftherios N. Nikolidakis, Antonios D. Melas

We prove that for any weight $\varphi$ defined on $[0,1{]}^n$ that satisfies a reverse Holder inequality with exponent p > 1 and constant $c\ge 1$ upon all dyadic subcubes of $[0,1{]}^n$, it'…