Lectures on Generating Functions (Student Mathematical Library, V. 23) by Sergei K. Lando (PDF)

Description

This book introduces readers to the language of generating functions, which nowadays, is the main language of enumerative combinatorics. The book starts with definitions, simple properties, and numerous examples of generating functions. It then discusses topics such as formal grammars, generating functions in several variables, partitions and decompositions, and the exclusion-inclusion principle. In the final chapter, the author describes applications to enumeration of trees, plane graphs, and graphs embedded in two-dimensional surfaces.

Throughout the book, the author motivates readers by giving interesting examples rather than general theories. It contains numerous exercises to help students master the material.

User’s Reviews

Editorial Reviews: Review “A crisp and sophisticated text … More examples than general theory. Covers standard material, but digs deeper … An enjoyable read for professionals.” —- MAA Monthly”(This book) is driven by very, very interesting problems and examples.” —- MAA Reviews

Reviews from Amazon users which were colected at the time this book was published on the website:

⭐It’s ok. Not a great book but has what it is necessary. I would recommend to look for other options.

⭐I used a version of this book as lecture notes when I took Lando’s class on combinatorics a couple years ago. The material is incredibly interesting and very well presented–and not too complicated! Highly recommended.

Keywords

Free Download Lectures on Generating Functions (Student Mathematical Library, V. 23) in PDF format
Lectures on Generating Functions (Student Mathematical Library, V. 23) PDF Free Download
Download Lectures on Generating Functions (Student Mathematical Library, V. 23) 2003 PDF Free
Lectures on Generating Functions (Student Mathematical Library, V. 23) 2003 PDF Free Download
Download Lectures on Generating Functions (Student Mathematical Library, V. 23) PDF
Free Download Ebook Lectures on Generating Functions (Student Mathematical Library, V. 23)