Discrete Mathematics
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This is Course Number 1456 which contains 4 DVDs and Course Guidebook. Contains 24 lectures of 30 minutes each. Course Lecture Titles 1. What Is Discrete Mathematics? 2. Basic Concepts of Combinatorics 3. The 12-Fold Way of Combinatorics 4. Pascal's Triangle and the Binomial Theorem 5. Advanced Combinatorics-Multichoosing 6. The Principle of Inclusion-Exclusion 7. Proofs-Inductive, Geometric, Combinatorial 8. Linear Recurrences and Fibonacci Numbers 9. Gateway to Number Theory-Divisibility 10. The Structure of Numbers 11. Two Principles-Pigeonholes and Parity 12. Modular Arithmetic-The Math of Remainders 13. Enormous Exponents and Card Shuffling 14. Fermat's "Little" Theorem and Prime Testing 15. Open Secrets-Public Key Cryptography 16. The Birth of Graph Theory 17. Ways to Walk-Matrices and Markov Chains 18. Social Networks and Stable Marriages 19. Tournaments and King Chickens 20. Weighted Graphs and Minimum Spanning Trees 21. Planarity-When Can a Graph Be Untangled? 22. Coloring Graphs and Maps 23. Shortest Paths and Algorithm Complexity 24. The Magic of Discrete Mathematics