Lecture 13: Dyadic BMO and martingales

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Open the PDF → Opens in your phone's PDF viewer, where you can scroll and zoom. 360 KB ·October 2026

Proving that $|b*\psi_t|^2\,dx\,dt/t$ is Carleson by splitting $b$ into a local and a far part, balayage sweeping the measure back down, then dyadic BMO and the conditional expectations and martingale differences behind the square function.

Harmonic Analysis · October 2026