Описание
This work delves into the intriguing realm of slice hyperholomorphic functions and their applications in Schur analysis. The authors, all prominent figures in the field, offer a fresh perspective on classical concepts by exploring their counterparts within this new framework. Through rigorous mathematical exposition, they establish definitions and fundamental properties of slice hyperholomorphic Schur functions, paving the way for new discoveries and applications in several areas of mathematics.
The text also includes insightful discussions and illustrations that highlight the interplay between slice hyperholomorphic functions and traditional analytic techniques. Readers will be guided through complex theories, supported by thoughtful examples that provide a clear understanding of the subject matter. This exploration not only deepens comprehension of hyperholomorphic functions but also resonates with broader mathematical concepts, making it a valuable resource for researchers and students keen on expanding their knowledge in modern analysis and its intriguing dimensions.
The text also includes insightful discussions and illustrations that highlight the interplay between slice hyperholomorphic functions and traditional analytic techniques. Readers will be guided through complex theories, supported by thoughtful examples that provide a clear understanding of the subject matter. This exploration not only deepens comprehension of hyperholomorphic functions but also resonates with broader mathematical concepts, making it a valuable resource for researchers and students keen on expanding their knowledge in modern analysis and its intriguing dimensions.
Детали книги
Формат
Твердый переплет
Страницы
374 страниц
Язык
Английский
Опубликовано
дек 16, 2016
Издатель
Birkhäuser
Издания
Изданий: 2
ISBN-10
3319425137
ISBN-13
9783319425139