Week - 1 |
Formal languages and formal systems |
Week - 2 |
Structural induction |
Week - 3 |
Axiomatic systems |
Week - 4 |
An axiomatic system (Hilbert system) for classical propositional logic |
Week - 5 |
Soundness and compactness theorems for classical propositional logic, and their consequences. |
Week - 6 |
Completeness theorem for classical propositional logic and its consequences |
Week - 7 |
Deduction thorem for classical propositional logic |
Week - 8 |
Recapitulation of previous topics |
Week - 9 |
Mid-term |
Week - 10 |
An axiomatic system (Hilbert system) for classical quantificational logic |
Week - 11 |
Soundness and compactness theorems for classical quantificational logic, and their consequences. |
Week - 12 |
Soundness and compactness theorems for classical quantificational logic, and their consequences. (cont.) |
Week - 13 |
Completeness theorem for classical propositional logic and its consequences |
Week - 14 |
Completeness theorem for classical propositional logic and its consequences (cont.) |