Convergence in Probability
1. Statement
\(X_n\) converges in probability to \(X\) if for every \(\epsilon > 0\), \[ \lim_{n\rightarrow\infty} P(|X_n - X| > \epsilon) = 0 \]
\(X_n\) converges in probability to \(X\) if for every \(\epsilon > 0\), \[ \lim_{n\rightarrow\infty} P(|X_n - X| > \epsilon) = 0 \]
Created: 2024-07-15 Mon 01:26