FKN Theorem on the biased cube
Piotr Nayar · Colloquium Mathematicum · 2014
We consider Boolean functions defined on the discrete cube $\{-\gamma ,\gamma ^{-1}\}^n$ equipped with a product probability measure $\mu ^{\otimes n}$, where $\mu =\beta \delta _{-\gamma }+\alpha \delta _{ \gamma ^{-1} }$ and $\gamma =\sqrt {\alpha / \be