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Computer Science & Engineering
CST332 Foundations of Security in Computing
CST332 Foundations of Security in Computing
Curriculum
5 Sections
30 Lessons
10 Weeks
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Module 1
Modular Arithmetic
9
3.1
Integer Arithmetic-Divisibility
3.2
Euclidean Algorithm with Problems
3.3
Extended Euclidean Algorithm with Problems
3.4
Linear Diophantine Equations
3.5
Modular Arithmetic
3.6
Algebraic Structures
3.7
Order of an element in a Group
3.8
Ring-Field-GF(2)
3.9
Field-GF(2^n)
Module 2
Prime numbers and Factorization
5
4.1
Prime numbers and Prime power factorization
4.2
Fermat and Mersenne primes
4.3
Fermat’s Theorem
4.4
Euler’s theorem
4.5
Primality testing
Module 3
Linear Congruence, Primitive Roots and Elliptic Curve Arithmetic
7
5.1
Linear Congruence
5.2
Chinese Remainder Theorem (CRT)
5.3
Congruence with a prime-power modulus
5.5
Pseudo primes and Carmichael numbers
5.7
Primitive Roots
5.8
Discrete Logarithms
5.9
Elliptic curve arithmetic
Module 4
5
6.1
Threats, Vulnerabilities, Controls
6.2
Browser attack types
6.3
Web attacks targeting users
6.4
Email attack types
6.5
Non Malicious programming oversights and Malware
Module 5
4
7.1
Security in operating system
7.2
Security in design of operating system
7.3
Security requirements of database
7.5
Database Disclosure
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