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Product details
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For courses in Cryptography, Cryptology, and Applications of Number Theory and Abstract Algebra.
This is the only undergraduate text to explain fundamental ideas of classical and modern cryptography, and provide the essential background in number theory, abstract algebra, and probability—with surveys of relevant parts of complexity theory. A level of linear algebra sophistication is assumed in the reader. A user-friendly, down-to-earth tone gives students concretely motivated introductions to all topics.
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This is a fairly technical book and I wouldn't have wanted it to be more so, but I am not a mathematician and the way this book is paced I didn't need to be.
If you are frightened of equations then this really won't make you happy but if you're comfortable with algebra and can dredge up some primitive calculus from the depths of your past then the book will guide you into the more complicated areas with gentle ease.
On the other hand, it has a lot of errors. Some are just typos, some not. Personally, I think if a math book has a single math error (wrong lemma, incorrect logic, ...), it is not a qualified math book. Unfortunately, this book has more than one.
The reason I still give it four stars is that I like its approach. Without math, cryptography is not cryptography. If you don't have enough math background, this book really helps you get started. There are simply not many choices on the market of this kind. After reading this, you can go to more rigorous, advanced ones, such as Koblitz's series. An alternative (more rigorous, less abstract algebra) is Bauer's. All Koblitz's and Bauer's are excellent.
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