Description
This work offers an in-depth exploration of weighted Sobolev spaces, presenting a comprehensive overview of their properties and practical applications. The author delves into the mathematical intricacies that define these spaces, examining their significance in various analytical contexts.
Through a systematic approach, the book unfolds the theoretical underpinnings that govern the behavior of weighted Sobolev spaces, touching on essential concepts and pivotal results that have shaped the field. The clarity of the exposition makes complex ideas more accessible to readers, whether they are students or seasoned researchers.
Furthermore, the text highlights applications across different areas of mathematics, showcasing how these spaces are utilized in solving partial differential equations and other theoretical pursuits. This dual focus on theory and application equips readers with a robust understanding of weighted Sobolev spaces and their relevance in contemporary mathematical research.
Through a systematic approach, the book unfolds the theoretical underpinnings that govern the behavior of weighted Sobolev spaces, touching on essential concepts and pivotal results that have shaped the field. The clarity of the exposition makes complex ideas more accessible to readers, whether they are students or seasoned researchers.
Furthermore, the text highlights applications across different areas of mathematics, showcasing how these spaces are utilized in solving partial differential equations and other theoretical pursuits. This dual focus on theory and application equips readers with a robust understanding of weighted Sobolev spaces and their relevance in contemporary mathematical research.
Détails du livre
Format
Relié
Pages
116 pages
Langue
Anglais
Publié
Jul 23, 1985
Éditeur
Wiley
ISBN-10
0471903671
ISBN-13
9780471903673