Unit 1
Introduction to propositional logic, equivalence, quantifiers, types of proof, and common mistakes.
Duration: 3 Hours
Introduction to propositional logic, equivalence, quantifiers, types of proof, and common mistakes.
Duration: 3 Hours
Recurrence relations, homogeneous and non-homogeneous solutions, generating functions.
Duration: 2 Hours
Inclusion-exclusion, pigeonhole principle, relations and properties, lattices, Hasse diagrams.
Duration: 2 Hours
Graph types, representations, isomorphism, connectivity, and Dijkstra’s algorithm.
Duration: 2 Hours
Planar graphs, graph coloring, trees, spanning trees, decision trees, and expression notations.
Duration: 2 Hours
Modular arithmetic, GCD, Euclidean algorithm, congruence, CRT, and cryptography basics.
Duration: 2 Hours