Braids, Links, and Mapping Class Groups

Explore the fascinating world of low-dimensional topology with "Braids, Links, and Mapping Class Groups" by the esteemed author. Published by Princeton University Press in 1975, this insightful paperback spans 237 pages and delves into the significance of Artin's braid group. The book presents a thorough examination of how the concept of a braid plays a crucial role in the study of topology.

In the first chapter, the author investigates the braid as a group of motions within a manifold, focusing on the structural and algebraic properties of braid groups associated with two manifolds. This comprehensive study is essential for anyone interested in the intricate connections between braids and topology. Perfect for students, researchers, and enthusiasts alike, this title is a must-have addition to your mathematical library.