Products of groups
by Franciosi, Silvana, de Giovanni, Francesco, Amberg, Bernhard
fromOxford science publications
Products of groups
by Franciosi, Silvana, de Giovanni, Francesco, Amberg, Bernhard
fromOxford mathematical monographs
Products of groups
by Franciosi, Silvana, de Giovanni, Francesco, Amberg, Bernhard
fromOxford science publications
Aims to provide a detailed account in this field. The emphasis is on infinite groups, although some relevant theorems on finite products of groups are also proved. The chapter on splitting and conjugacy theorems is very new and should be of independent interest.
"The development of algebraic geometry over groups, geometric group theory and group-based cryptography, has led to there being a tremendous recent interest in infinite group theory. This volume presents a good collection of papers detailing areas of current interest." Groups w…
Infinite group theory: from the past to the future
Infinite group theory: from the past to the future
Infinite group theory: from the past to the future
Infinite group theory: from the past to the future
"The development of algebraic geometry over groups, geometric group theory and group-based cryptography, has led to there being a tremendous recent interest in infinite group theory. This volume presents a good collection of papers detailing areas of current interest"--Publisher…
Infinite group theory: from the past to the future
"The development of algebraic geometry over groups, geometric group theory and group-based cryptography, has led to there being a tremendous recent interest in infinite group theory. This volume presents a good collection of papers detailing areas of current interest."--
![Elements of [infinity]-category theory](https://covers.openlibrary.org/b/isbn/9781108936880-M.jpg?default=false)
The language of ∞-categories provides an insightful new way of expressing many results in higher-dimensional mathematics but can be challenging for the uninitiated. To explain what exactly an ∞-category is requires various technical models, raising the question of how they might…
"The language of [infinity]--categories provides an insightful new way of expressing many results in higher-dimensional mathematics but can be challenging for the uninitiated. To explain what exactly an [infinity]--category is requires various technical models, raising the quest…
The language of ∞-categories provides an insightful new way of expressing many results in higher-dimensional mathematics but can be challenging for the uninitiated. To explain what exactly an ∞-category is requires various technical models, raising the question of how they might…
