Tsao (1954) deficumulative distribution function Sn(x) = k/n if $X_k \leqq x < X_{k + 1}$, where X0 = -∞ and Xn + 1 = ∞. Let $Y_1 < Y_2 < \cdots < Y_m$ represent ...

This paper concerns moment and tail probability inequalities and the strong law of large numbers for U-statistics with nonnegative or symmetrized kernels and their multisample and decoupled versions.

For some of my current projects, I'm probably going to need to eventually estimate some models using Metropolis-Hastings sampling. I understand the basic concepts, and the software I use (R) has ...