Course pages 2012–13
No. of lectures: 12
Suggested hours of supervisions: 3
Prerequisite courses: Discrete Mathematics II, Operating Systems
This course is a prerequisite for Security II.
This course covers essential concepts of computer security and cryptography.
- Cryptography. Introduction, terminology, finite rings and fields, modular arithmetic, GF(2^n), pseudo-random functions and permutations, semantic security.
- Classic ciphers. Vigenére, perfect secrecy, Vernam, computational security, Kerckhoffs’ principle, random bit sources, attacking linear-congruential RNGs and LFSRs.
- Block ciphers. SP networks, Feistel/Luby-Rackoff structure, DES, AES, modes of operation, message authentication.
- Secure hash functions. One-way functions, collision resistance, Merkle-Damgård construction, padding, birthday problem, MD5, SHA, HMAC, stream authentication, Merkle tree, Lamport one-time signatures.
- Asymmetric cryptography. Key-management problem, signatures, certificates, PKI, discrete-logarithm problem, Diffie-Hellman key exchange, ElGamal encryption and signature, hybrid cryptography.
- Entity authentication. Passwords, trusted path, phishing, CAPTCHA. Authentication protocols: one-way and challenge-response protocols, Needham-Schroeder, protocol failure examples.
- Access control. Discretionary access control matrix, DAC in POSIX and Windows, elevated rights and setuid bits, capabilities, mandatory access control, covert channels, Clark-Wilson integrity.
- Operating system security. Trusted computing base, domain separation, reference mediation, residual information protection.
- Software security. Malicious software, viruses. Common implementation vulnerabilities: buffer overflows, integer overflows, meta characters, syntax incompatibilities, race conditions, unchecked values, side channels. [2 lectures]
- Network security. Vulnerabilities of TCP/IP, DNS, Firewalls, VPNs, HTTP authentication, cookies, cross-site scripting, browser sandboxes. [2 lectures]
By the end of the course students should
- be familiar with core security terms and concepts;
- have a basic understanding of some commonly used attack techniques and protection mechanisms;
- have gained basic insight into aspects of modern cryptography and its applications;
- appreciate the range of meanings that “security” has across different applications.
* Paar, Ch. & Pelzl, J. (2010). Understanding cryptography. Springer.
Gollmann, D. (2010). Computer security. Wiley (3rd ed.).