Contiguity of Probability Measures

Discover the intriguing world of probability measures with Contiguity of Probability Measures by George G. Roussas, published by Cambridge University Press in 2008. This comprehensive paperback edition spans 264 pages and delves into the essential concept of 'contiguity', which describes the 'nearness' of sequences of probability measures.

Roussas presents a thorough exploration of this powerful mathematical tool, offering insights that are particularly valuable in the realm of statistical applications. By simplifying complex derivations, this work aids in addressing significant challenges in large sample theory problems, leading to important theoretical results. Ideal for students and professionals in mathematical statistics, this book is a must-have resource for anyone looking to deepen their understanding of probability measures.