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Dept     : CSE
Sem      : 3
Regul    : 2023
Faculty : Palanivel K
phone  : NIL
E-mail  : palanivl.k.math@snsct.org
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Announcements

  • Resource Link

    Dear Students the Resource Link has been uploaded for the following topics:</br>Discrete Mathematical structure

  • Announcement

    Dear students complete the Assignment within a time period

  • Assignment

    Assignment topic is Logic and Proofs and due date is 06-11-2024.

  • Lecture Notes

    Dear Students the Lecture Notes has been uploaded for the following topics:</br>Algebraic systems , </br>Semi groups and monoids , </br>Groups, </br>Subgroups , </br>Homomorphism’s , </br>Normal subgroup and cosets, </br>Lagrange’s theorem, </br>Partial ordering – Posets , </br>Lattices as posets, </br>Properties of lattices, </br>Lattices as algebraic systems , </br>Sub lattices, </br>Direct product and homomorphism , </br>Some special lattices , </br>Boolean algebra

  • Resource Link

    Dear Students the Resource Link has been uploaded for the following topics:</br>second order homogeneous differential Equation

  • Youtube Video

    Dear Students the Youtube Video has been uploaded for the following topics:</br>solution of standard types of first order pde

  • Youtube Video

    Dear Students the Youtube Video has been uploaded for the following topics:</br>Conjuction and Disjunction

  • Question Bank

    Dear Students the Question Bank has been uploaded for the following topics:</br>conjunction and Disjunction, </br>Logic and Proofs, </br>Combinatorics

  • Puzzles

    Dear Students the Puzzles has been uploaded for the following topics:</br>puzzles, </br>permutation and combination, </br>puzzles

  • Lecture Notes

    Dear Students the Lecture Notes has been uploaded for the following topics:</br>Predicates and Quantifiers, </br>Propositional Logic, </br>Propositional equivalences, </br>Predicates and Quantifiers, </br>Nested Quantifiers, </br>Introduction to proofs, </br>Rules of inference, </br>Mathematical induction, </br>The basics of counting - Pigeonhole principle, </br>Permutations and combinations , </br>Recurrence relations, </br>Solving linear recurrence relations , </br>Inclusion & exclusion principle -its applications, </br>Graph terminology and special types of graphs , </br>Graphs and graph models , </br>Matrix representation of graphs and graph isomorphism, </br>Euler and Hamilton paths