Measure and Integration: A Concise Introduction to Real Analysis

Presents the essentials of measure, integration, differentiation, and L^p spaces and clearly develops their interrelations

Provides coverage of the Banach-Tarski theorem and culminates in the famous Riesz-Markov-Saks-Kakutani theorem

Contains numerous relevant and interesting exercises as well as supplementary topical coverage intended to stimulate and motivate further learning

Strikes a balance between both fundamental and specialized topics and successfully provides an introduction to measure and integration that does not focus too much attention on the possible embellishments or ramifications of various topics