How to develop cryptosystems that utilize minimal resources to get maximum security.
Requiring only high school-level algebra, this book explains how to implement functioning state-of-the-art cryptographic algorithms in a minimal amount of time. Moreover, it simplifies the math and offers detailed code examples.
Synopsis
Requiring only high school-level algebra, this book explains how to implement functioning state-of-the-art cryptographic algorithms in a minimal amount of time. Moreover, it simplifies the math and offers detailed code examples.
Booknews
Discusses the implementation of public key cryptography systems utilizing the mathematics of elliptic curves. The first set of chapters explain number theory, polynomial and normal basis mathematics, and elliptic curves. The math is then applied to cryptography with code that embeds data onto elliptic curves. Further discussion includes key sharing, agreement schemes, signatures, and a sample security application. All code is written in C. Annotation c. by Book News, Inc., Portland, Or.
About the Author, Michael Rosing
Rosing currently builds DSP hardware for the University of Wisconsin in Madison
Discusses the implementation of public key cryptography systems utilizing the mathematics of elliptic curves. The first set of chapters explain number theory, polynomial and normal basis mathematics, and elliptic curves. The math is then applied to cryptography with code that embeds data onto elliptic curves. Further discussion includes key sharing, agreement schemes, signatures, and a sample security application. All code is written in C. Annotation c. by Book News, Inc., Portland, Or.
