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am 5. Mai 1999
This book is to pure maths what Knuth's Art of Computer Programming is to computer science or Feynman's lectures are to physics. If I was to be a castaway on a desert island, and was permitted to take only one book on mathematics, this is the one I would choose. I cannot recomend it too highly.
0Kommentar| 2 Personen fanden diese Informationen hilfreich. War diese Rezension für Sie hilfreich?JaNeinMissbrauch melden
am 18. Februar 2000
This book is a classic, and deservedly so. It is comprehensive but not overloaded (like so many modern textbooks), crystal clear, well organized, rigorous. A wonderful text for teaching yourself higher math, which is how I am using it. But there is something beyond its didactic effectiveness that makes Hardy's work a must-have for anyone interested in math: This is a truly beautiful book, and working through it, while by no means easy, is an intellectual and aesthetic delight of the first order. Hardy is a genuinely elegant, subtle, incisive thinker, and his unbounded enthusiasm for his subject, duly controlled by British understatement, shines through every page. He conveys the irresistible, almost addictive quality of math.
0Kommentar| Eine Person fand diese Informationen hilfreich. War diese Rezension für Sie hilfreich?JaNeinMissbrauch melden
am 30. Juli 1998
We didn't know who Hardy was... I learned much later the great mathematician (and type) he was. This book is an introduction to calculus written by this great master. The treatment is very rigorous and the reading is pleasant because everything is clearly written and motivated. When I started I was good at college algebra but didn't have any idea of what a derivative is. Hardy taught me from these basic things up to uniform convergence, etc, in a remote island in southern Brazil. Well, I had Courant too, but this I found, at that time, rather difficult. Thousands of mathematicians started with Hardy. It would be a good thing for you to do it too.
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am 2. Juli 2000
This book may be a little quaint. The terminology is a little out of date, e.g. "sequences" are "functions of a positive integral variable." It is marked by great organization and copious examples. What I appreciate most is the clarity and simplicity of the proofs. This is a great book for any serious student of real analysis prior to the Lebesque integral.
0Kommentar| Eine Person fand diese Informationen hilfreich. War diese Rezension für Sie hilfreich?JaNeinMissbrauch melden
This book is a gem of the introductory calculus classics. However, in recent years, there exist a lot of other excellent calculus texts. I would recommend you to use this classic as a reference rather than a formal text.
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