説明
This work delves into the intricate relationship between group theory and geometry, uncovering fascinating concepts such as growth, amenability, and random walks. Through methodical exploration and clear explanations, it invites readers to engage with complex ideas that are paramount to understanding modern geometric group theory.
By presenting a variety of mathematical theories and their applications, the authors aim to bridge the gap between abstract concepts and tangible mathematical phenomena. They encourage a deeper appreciation for how groups can model a diverse array of geometric structures, revealing unexpected connections and inspiring further research in this dynamic field.
By presenting a variety of mathematical theories and their applications, the authors aim to bridge the gap between abstract concepts and tangible mathematical phenomena. They encourage a deeper appreciation for how groups can model a diverse array of geometric structures, revealing unexpected connections and inspiring further research in this dynamic field.
本の詳細
形式
ペーパーバック
ページ数
484ページ
言語
英語
公開されました
11月 24, 2022
出版社
Springer
版
3 版
ISBN-10
3030881113
ISBN-13
9783030881115