Understanding Tautology, Contradiction, Contingency, and Satisfiability in Discrete Mathematics

This overview covers key concepts in discrete mathematics including tautology, contradictions, contingencies, and satisfiability, along with examples for better comprehension.

Understanding Tautology, Contradiction, Contingency, and Satisfiability in Discrete Mathematics
Neso Academy
371.3K views • May 16, 2018
Understanding Tautology, Contradiction, Contingency, and Satisfiability in Discrete Mathematics

About this video

Discrete Mathematics: Tautology, Contradiction, Contingency & Satisfiability
Topics discussed:
1. Tautology.
2. Tautology example.
3. Contradiction.
4. Contradiction example.
5. Contingency.
6. Contingency example.
7. Satisfiability.
8. Satisfiability example.
9. Unsatisfiability.
10. Valid proposition.
11. Invalid proposition.

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Video Information

Views

371.3K

Likes

5.7K

Duration

5:05

Published

May 16, 2018

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