Integral, Measure, and Ordering
Publisher: Springer; Riecan Beloslav Neubrunn Tibor
Published: Dec 02, 2010
Format: paperback
Number of pages: 392
ISBN-13: 9789048148554
Description: This book is concerned with three main themes. The first deals with ordering structures such as Riesz spaces and lattice ordered groups and their relation to measure and integration theory. The second is the idea of fuzzy sets, which is quite new, particularly in measure theory. The third subject is the construction of models of quantum mechanical systems, mainly based on fuzzy sets. In this way some recent results are systematically presented. Audience: This volume is suitable not only for specialists in measure and integration theory, ordered spaces, probability theory and ergodic theory, but also for students of theoretical and applied mathematics.
Notes: Source title: Integral, Measure, and Ordering (Mathematics and Its Applications)