This book aims to give students a chance to begin exploring some introductory to intermediate topics in combinatorics, a fascinating and accessible branch of mathematics centered around (among other things) counting various objects and sets. We include chapters featuring tools for solving counting problems, proof techniques, and more to give students a broad foundation to build on. The only prerequisites are a solid background in arithmetic, some basic algebra, and a love for learning math.
Applied Combinatorics
Applied Combinatorics
A thorough revision of a popular text in combinatorial game theory, this second edition reorganizes presentation to make it more widely accessible.
This book explores many of the basic results and variations of this theory. Since the first edition of this book there have been many advances in this field.
Shozo Mori, Chee-Yee Chong, Edison Tse, and Richard P Wishner. Tracking and classifying multiple targets without a priori ... P Flajolet and R Sedgewick. Analytic combinatorics. ... Daniel Svensson, Martin Ulmke, and Lars Danielsson.
Proceedings of the Fifteenth Southeastern Conference on Combinatorics, Graph Theory and Computing Held at Florida Atlantic University, February 23-27, 1987
Proceedings of the Twelfth Southeastern Conference on Combinatorics, Graph Theory and Computing Held at Louisiana State University, March 2-5, 1981
责任者译名:安德森。
This book offers a gentle introduction to the mathematics of both sides of game theory: combinatorial and classical.
Titles in this series are co-published with the Mathematical Sciences Research Institute (MSRI).