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Terminologies, truth table, connectives and its type, implication, equivalence, contigency and properties, demorgan's theorum, predicate, quantifier,
numericals , properties and tautology, inclusion-exclusion principle
types, relation using matrix, closure, digraph, equivalence, theorums, partial oridnary relation, POSET, Hasse diagram, Lattices and its property, boolean algebra, isomorphic lattices
types, permutation function, recurrence relation and degree, backtracking, explict formula, generating function,
Conditions, theorums, homomorphism, order, permutation group, subgroup , COSET and its property, Lagrange's theorum, Ablian group, integral domain
Degree of vertex, ytpes, path, subgraph, bipartite graph, graph isomorphism, Euler and Hamilton Path. Dijsktra algo. ,Adj. Matrix, planar graph, tree , Kruskal algo.