Subject Details
Dept     : CSE
Sem      : 3
Regul    : 2017
Faculty : Dr.A.Selvakumar
phone  : NIL
E-mail  : selvam_mphil@yahoo.com
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Lecture Notes

UNIT 1:
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Truth table and tautology
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Introduction and Application of Proposition
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Tutorial 1
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Principal Normal forms
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Equivalences
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Theory of inference
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Consistency and inconsistency of premises
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Tutorial 2
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Predicates
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Theory of inference for predicate calculus
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Tutorial 3
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Quantifiers
UNIT 3:
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Introduction and Applications of Graphs
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Graphs
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Graph terminology
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Tutorial 1
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Special types of graphs
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Matrix representation of graphs
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Graph isomorphism
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Tutorial 2
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Connectivity
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Euler paths
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Hamiltonian paths
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Tutorial 3
UNIT 4:
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ntroduction and Applications of Algebra
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Algebraic systems
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Semi groups and monoids
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Tutorial 1
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Groups
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Subgroups
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Homomorphisms
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Tutorial 2
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Normal subgroups and cosets
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Lagrange’s theorem
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Definitions and examples of Rings and Fields
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Tutorial 3
UNIT 5:
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Introduction and Applications of Lattices
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Relation and Partial ordering or Posets
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Lattices as Posets
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Tutorial 1
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Properties of lattices
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Lattices as algebraic systems
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Sub lattices
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Tutorial 2
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Direct product and homomorphism
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Some special lattices
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Boolean algebra
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Tutorial 3