Topic: Weak Convergence on Euclidean Spaces

Proving the Continuous Mapping Theorem

Portmanteau Calculations for Balls and Rectangles

Point Masses and Finite-Support Weak Convergence

Multivariate Distribution Functions and Continuity Rectangles

Maps Continuous Almost Surely Under the Limit Law

Joint Convergence with a Component Converging in Probability

Integrals of Bounded Functions with Null Discontinuity Sets

Equivalent Forms of the Portmanteau Theorem

Distribution-Function Convergence in Discrete and Continuous Examples

Distribution Functions and Weak Convergence on the Line