- Sasha Volberg, MSU
- Heat smoothing conjecture and Bernstein--Markov inequalities on Hamming cube
- 09/07/2022
- 4:10 PM - 5:00 PM
- C304 Wells Hall
- Willie Wai-Yeung Wong (wongwil2@msu.edu)
Hamming cube and its various Poincaré type inequalities represent a crucial model for many questions ranging from Banach space theory to graph theory to theoretical computer science. We present some estimates for tail spaces on Hamming cube. We use the analytic paraproduct operator for that. We also show some Bernstein--Markov inequalities, here the novelty is in getting rid of some irritating logarithms.
