Description
1927 Third Dover edition. Set of two books comes with black slipcase that holds both books. Slipcase has some wear along the sides. Paperback covers have some minor wear along the sides, scuffs and bending. Spines have some reading creases and wear. Pages are clean and the binding is secure in both copies.
This two-volume set by E.W. Hobson is a seminal work on real analysis and Fourier analysis, topics that are foundational to modern mathematics and have applications across physics, engineering, and other fields. Hobson was a renowned British mathematician and educator who taught at Cambridge. His rigorous yet accessible writing style made these volumes standard texts for generations of students and scholars.
Volume 1 covers the theory of functions of a real variable, delving into concepts like limits, continuity, differentiation, and integration. Volume 2 is dedicated to the theory of Fourier series, a powerful tool for analyzing periodic phenomena and solving differential equations. Together, these books provide a comprehensive treatment of subjects that were pivotal in the development of 20th-century mathematics and science.
While showing some signs of age and use, this 1927 Dover edition remains a sturdy and well-preserved set, with clean pages and secure bindings. The slipcase adds a touch of vintage charm while protecting the books. For collectors, this represents an opportunity to own an important mathematical classic in its original form, while readers can appreciate Hobson’s clear explanations and historical significance.
