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This classic work, written in a clear and interesting style, with many exercises, offers a thorough and reliable treatment of an important branch of higher analysis. It lends itself well to use in course work; however, because of its consistent clear illustrations of theoretical difficulties, the book is also ideal for selfstudy.Since all higher analysis depends on the theory of numbers, Professor Knopp (formerly Professor of Mathematics, University of Tbingen) begins with an introduction to the theory of real numbers, an indispensable foundation for what is to come. This introduction is followed by an extensive account of the theory of sequences and the actual theory of infinite series. The latter is covered in two stages: (1) the classical theory (2) later developments of the 19th century.Carefully selected exercises have been included throughout, emphasizing applications of the theory, rather than purely theoretical considerations.Aimed at students already acquainted with the elements of differential and integral calculus, this work grew out of the authors lectures and course work at the universities of Berlin and Knigsberg. This pedagogical background helped him achieve a work of utmost clarity and precision one that belongs in the library of every serious mathematician or student of higher analysis.
⚠️ WARNING (California Proposition 65):
This product may contain chemicals known to the State of California to cause cancer,
birth defects, or other reproductive harm.
As someone who loves mathematics, I appreciate the depth this Dover book offers on infinite series. However, it's definitely not light reading! Some concepts were tough to grasp without prior knowledge, but I value the challenge.
E
Emily Zhang
Not what I expected
I was looking for a more practical guide on using infinite series in real-world problems. This book is very theoretical, which may not suit every reader. It's well-written, but I had hoped for a more applied focus.
M
Maya Singh
Good but a bit dense
This book has some fantastic insights into infinite series, but I found the material a little thick at times. Some sections are hard to get through without a solid math background. Still, if you're dedicated, it's worth it!
L
Lucas Chen
Solid Resource for Infinite Series
I picked up this Dover book on infinite series for a deep dive into the topic, and it doesn't disappoint. The explanations are clear, and I love how it mixes theory with applications. Definitely a must-read for math enthusiasts!
D
David Robinson
Perfect for my advanced math course
I bought this for my graduate level mathematics course, and it's been a great addition. The depth of coverage on infinite series is impressive, and I appreciate the examples provided throughout. Great price too!
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