Description
This Cambridge Tract presents a thorough exploration of the Mathieu group M24, a fascinating object in modern mathematics with deep connections to combinatorics, coding theory, and the Monster group. The author provides systematic methods for computing with M24 and understanding its rich algebraic structure.
The book covers essential topics including the group’s representations, its action on various combinatorial objects, and computational techniques for working with this complex mathematical entity. Designed for graduate students and researchers in group theory and related fields, it offers both theoretical insights and practical computational approaches.
With detailed examples and worked problems, this text serves as an invaluable resource for anyone seeking to understand one of the most important sporadic simple groups and its applications in modern mathematics.
Reviews
There are no reviews yet.