Cryptography in C and C++
β Scribed by Michael Welschenbach
- Publisher
- Apress
- Year
- 2005
- Tongue
- English
- Leaves
- 504
- Edition
- 2ed.
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Synopsis
Logic (both Classical and Non-Classical) is being increasingly related with other fields in almost every scientific discipline and human activity. In this volume we have emphasized its role in the following fields of science: Artificial Intelligence, Robotics, Informatics in general, Technology, and correlated themes. The papers are written by some of the most prominent scientists of today I. Arithmetic and number theory in C -- 1. Introduction -- 2. Number formats : the representation of large numbers in C -- 3. Interface semantics -- 4. The fundamental operations -- 5. Modular arithmetic : calculating with residue classes -- 6. Where all roads meet : modular exponentiation -- 7. Bitwise and logical functions -- 8. Input, output, assignment, conversion -- 9. Dynamic registers -- 10. Basic number-theoretic functions -- 11. Rijndael : a successor to the data encryption standard -- 12. Large random numbers -- 13. Strategies for testing LINT -- II. Arithmetic in C++ with the class LINT -- 14. Let C++ simplify your life -- 15. The LINTPublic interface : members and friends -- 16. Error handling -- 17. An application example : the RSA cryptosystem -- 18. Do it yourself : test LINT -- 19. Approaches for further extensions -- III. Appendices
π SIMILAR VOLUMES
<p> This book covers everything you need to know to write professional-level cryptographic code. This expanded, improved second edition includes about 100 pages ofΒ additional material as well as numerous improvements to the original text. The chapter about random number generation has been comple
Cryptography in C and C++ mainly focuses on the practical aspects involved in implementing public key cryptography methods, such as the RSA algorithm that was recently released from patent protection. It also gives both a technical overview and an implementation of the Rijndael algorithm that was se