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Total Size:
33.6 MB
Info Hash:
83C5E93E7B5CB5018F0161E93A06497978C6FD83
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Added:
Oct. 12, 2025, 11:29 a.m.
Stats:
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(Last updated: Oct. 12, 2025, 11:30 a.m.)
| File | Size |
|---|---|
| Smart N. Cryptography Made Simple 2016.pdf | 2.5 MB |
| Smart N. Cryptography. An Introduction 3ed 2004.pdf | 31.1 MB |
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5.8 MB
[211
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2023-10-06
| Uploaded by indexFroggy | Size 5.8 MB | Health [ 211 /44 ] | Added 2023-10-06 |
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184.3 MB
[44
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2023-06-02
| Uploaded by notonthat | Size 184.3 MB | Health [ 44 /6 ] | Added 2023-06-02 |
NOTE
SOURCE: Smart N. Cryptography. An Introduction 3ed 2004
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COVER
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MEDIAINFO
Textbook in PDF format Nigel Smart’s Cryptography provides the rigorous detail required for advanced cryptographic studies, yet approaches the subject matter in an accessible style in order to gently guide new students through difficult mathematical topics. Covering the latest developments in computer cryptography, including the Rijndael algorithm chosen for the new Advanced Encryption Standard, the OAEP padding system for RSA and modern stream ciphers, this book is a complete introduction to cryptography. Cryptography incorporates practical examples and real-world case studies to examine strategies for security in multiple languages and various contexts. The author gives specific focus to implementation issues such as exponentiation in DSA and RSA, and to provably secure algorithms with and without random oracles. Cryptography is fully supported by an Online Learning Centre. This includes lecture slides, sample software in different source languages, further exercises and a complete solutions guide for the book. Also included is a wide resource of links to key cryptographic sites and data sources from around the world. Key features include: -> Comprehensive background material on modular arithmetic, algorithms, probability and elliptic curves ->Complete coverage of symmetric encryption techniques from historical cyphers like Enigma, to recent developments like Rijndael’s ->Colour coded text to distinguish between levels of information distribution during decryption ->An appendix which covers the basic algebra needed to cope with modern public key cryptosystems ->An accessible style suitable for Computer Scientists, Mathematicians and Electrical Engineers or those coming to cryptography from other disciplines
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