This textbook offers a vectorial approach to geometry, providing an in-depth exploration of geometric principles through the lens of vector analysis. Originally published in 1930, it serves as the second part of a comprehensive two-volume set, making it a valuable resource for students and scholars seeking to understand the mathematical foundations and applications of geometry in a modern context.
Focusing on the intersection of differential geometry in three-dimensional Euclidean space and its generalizations, this book aims to provide a comprehensive understanding of the underlying principles and applications. It explores the connections between classical and modern geometrical concepts, making complex theories accessible to readers. Through detailed explanations and examples, the text serves as a valuable resource for students and researchers seeking to deepen their knowledge in this specialized field.
Valued by academicians and scholars, this book holds significant importance in the literary canon. It serves as a key resource for future generations, maintaining its original form as first published. Any marks present are intentionally preserved to reflect its authentic nature, offering readers a glimpse into its historical context and significance.
This book provides the mathematical foundations of statistics.