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Algebraic Aspects of Cryptography (Algorithms and Computation in Mathematics, Vol. 3)

Algebraic Aspects of Cryptography (Algorithms and Computation in Mathematics, Vol. 3)

Algebraic Aspects of Cryptography (Algorithms and Computation in Mathematics,
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Algebraic Aspects of Cryptography (Algorithms and Computation in Mathematics, Vol. 3) Hardback - 1999

by Koblitz, Neal

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Written by a well-respected expert in number theory and cryptography, this book gives a self-contained introduction to areas of algebra, number theory and computer science which form the underlying basis for cryptography. The book leads readers into advanced methods, including material on cryptographic systems which have not previously appeared in book form.

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Berlin, Heidelberg, New York: Springer, 1999. Corrected Second Printing. Hardcover. Very Good/No d/j as Published. 8vo - over 7¾ - 9¾" tall. Type: Book N.B. Previous owners signature to inside front cover. SECONDHAND POD COPY.
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From the publisher

This book is intended as a text for a course on cryptography with emphasis on algebraic methods. It is written so as to be accessible to graduate or advanced undergraduate students, as well as to scientists in other fields. The first three chapters form a self-contained introduction to basic concepts and techniques. Here my approach is intuitive and informal. For example, the treatment of computational complexity in Chapter 2, while lacking formalistic rigor, emphasizes the aspects of the subject that are most important in cryptography. Chapters 4-6 and the Appendix contain material that for the most part has not previously appeared in textbook form. A novel feature is the inclusion of three types of cryptography - "hidden monomial" systems, combinatorial-algebraic sys- tems, and hyperelliptic systems - that are at an early stage of development. It is too soon to know which, if any, of these cryptosystems will ultimately be of practical use. But in the rapidly growing field of cryptography it is worthwhile to continually explore new one-way constructions coming from different areas of mathematics. Perhaps some of the readers will contribute to the research that still needs to be done. This book is designed not as a comprehensive reference work, but rather as a selective textbook. The many exercises (with answers at the back of the book) make it suitable for use in a math or computer science course or in a program of independent study.

First line

Broadly speaking, the term cryptography refers to a wide range of security issues in the transmission and safeguarding of information.

From the rear cover

This is a textbook for a course (or self-instruction) in cryptography with emphasis on algebraic methods. The first half of the book is a self-contained informal introduction to areas of algebra, number theory, and computer science that are used in cryptography. Most of the material in the second half - "hidden monomial" systems, combinatorial-algebraic systems, and hyperelliptic systems - has not previously appeared in monograph form. The Appendix by Menezes, Wu, and Zuccherato gives an elementary treatment of hyperelliptic curves. This book is intended for graduate students, advanced undergraduates, and scientists working in various fields of data security.

From the reviews:

"... This is a textbook in cryptography with emphasis on algebraic methods. It is supported by many exercises (with answers) making it appropriate for a course in mathematics or computer science. ... Overall, this is an excellent expository text, and will be very useful to both the student and researcher."

M.V.D.Burmester, Mathematical Reviews 2002

"... I think this book is a very inspiring book on cryptography. It goes beyond the traditional topics (most of the cryptosystems presented here are first time in a textbook, some of Patarin's work is not published yet). This way the reader has the feeling how easy to suggest a cryptosystem, how easy to break a safe looking system and hence how hard to trust one. The interested readers are forced to think together with their researchers and feel the joy of discovering new ideas. At the same time the importance of "hardcore" mathematics is emphasized and hopefully some application driven students will be motivated to study theory."

P. Hajnal, Acta Scientiarum Mathematicarum 64.1998

"... Overall, the book is highly recommended to everyone who has the requisite mathematical sophistication."

E.Leiss, Computing Reviews 1998

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