New posts in Measure Concentration

Can we do better than Azuma-Hoeffding when the variance is small?

What is (approximately) the expected value of $X\log{ X}$ where $X$ is binomial (or Poisson)?

Large deviation/concentration inequality for submartingale

Minimum separation among $m$ random points on an $n$-dimensional unit sphere

concentration inequality for entropy from sample

Adaptive version of the Azuma–Hoeffding inequality

Counterexample of non-negative sequence weakly converging in $\mathscr{M}^1$ but not $L^1$

Concentration bounds for sums of random variables of permutations