Highlights
1.Amortized complexity and online algorithms1
2. Ant Colony Optimization (ACO)
3. Bounded-error Probabilistic Polynomial-time (BPP) Algorithms2
4. The complexity of matrix multiplication.
5. Discussion of the polynomial-time primality algorithms, and some historical survey of prior results.
6. Extensions to the Dijkstra algorithm3
7. History of the origins and the theory of finite state machines.
8. Factorization + its application in Cryptography
9. Discrete Logarithm + its application in Cryptography
10. P, NP, and NP-Complete
11. Chinese Remaindering + its application in Cryptography
12. Greed Algorithm versus Dynamic Programming
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