本の詳細
形式
ペーパーバック
ページ数
307
言語
英語
公開されました
Oct 19, 2011
出版社
Springer
版
Softcover reprint of the original 1st ed. 1985
ISBN-10
9401088047
ISBN-13
9789401088046
説明
This work delves into the intricate world of partial differential equations (PDEs), highlighting innovative methods for their analysis and resolution. The authors, G. Adomian and N.D. Bellman, bring forth a wealth of knowledge, drawing upon their extensive backgrounds in mathematics and applied sciences. Their collaborative efforts aim to make complex concepts more digestible, enabling readers to grasp the nuances of PDEs more effectively.
Adomian and Bellman focus on the application of new techniques that promise to enhance the understanding and solution of these equations. Through detailed explanations and practical examples, they present a systematic approach that addresses both theoretical and computational aspects. The text serves not only seasoned mathematicians but also practitioners in various fields who encounter PDEs in their work.
The authors strive to bridge the gap between theory and practice, providing tools that can be employed in real-world scenarios. As readers navigate the chapters, they will discover a resource that empowers them to tackle challenging problems with confidence and creativity, illuminating the path through a mathematically rich landscape.
Adomian and Bellman focus on the application of new techniques that promise to enhance the understanding and solution of these equations. Through detailed explanations and practical examples, they present a systematic approach that addresses both theoretical and computational aspects. The text serves not only seasoned mathematicians but also practitioners in various fields who encounter PDEs in their work.
The authors strive to bridge the gap between theory and practice, providing tools that can be employed in real-world scenarios. As readers navigate the chapters, they will discover a resource that empowers them to tackle challenging problems with confidence and creativity, illuminating the path through a mathematically rich landscape.
ジャンル
科学&技術