Discrete Mathematics (Hindi)

   Friday, May 03, 2024   

Starting a new Lecture Notes Series on Discrete Mathematics

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Channel Name: THE GATEHUB

So Let Us Start to This Journey of Learning 

Discrete Mathematics By Lecture Notes together!

Lecture 1: Propositional Logic | Conjunction, Disjunction and Negation | Discrete Mathematics

Lecture 2: Implication | Conditional Statements | Propositional Logic | Discrete Mathematics

Lecture 3: Converse Contrapositive and Inverse of Implication | Propositional Logic | Discrete Mathematics

Lecture 4: Implication Solved Examples | Conditional Statements | Propositional Logic | Discrete Mathematics

Lecture 5: Biconditional | Bi Implication | Conditional Statements | Propositional Logic | Discrete Mathematics

Lecture 6: Logical Equivalences | Propositional Equivalences | Propositional Logic | Discrete Mathematics

Lecture 7: Logical Equivalence Proposition | Laws of Logic | Discrete Mathematics

Lecture 8: Logical Equivalence Proposition | Minimization of proposition | | Discrete Mathematics

Lecture 9: Tautology, Contradiction, and Contingency | Propositional Logic | Discrete Mathematics

Lecture 10: Tautology GATE Solved Problems | Propositional Logic | Discrete Mathematics

Lecture 11: Well Formed Formula | WFF | MFCS | Propositional Logic | Discrete Mathematics

Lecture 12: Introduction to Set Theory | Set Theory | Discrete Mathematics

Lecture 13: Tautology GATE Solved Problems | Propositional Logic | Discrete Mathematics

Lecture 14: Well Formed Formula | WFF | MFCS | Propositional Logic | Discrete Mathematics

Lecture 15: Introduction to Set Theory | Set Theory | Discrete Mathematics

Lecture 16: Set Operation | Union | Intersection | Complement | Set Difference | Discrete Mathematics

Lecture 17: Laws of Sets | Set Theory | Discrete Mathematics

Lecture 18: Set Operations Solved Examples | Set Theory | Discrete Mathematics

Lecture 19: Introduction to Relations | Discrete Mathematics

Lecture 20: Operations on Relations | Inverse | Union | Intersection | Composite | Discrete Mathematics

Lecture 21: Reflexive Relation with examples | Discrete Mathematics

Lecture 22: Properties of Reflexive Relation | Discrete Mathematics

Lecture 23: Irreflexive Relation with examples | Discrete Mathematics

Lecture 24: Properties of Irreflexive Relation | Discrete Mathematics

Lecture 25: Symmetric Relation with Examples | Discrete Mathematics

Lecture 26: Properties of Symmetric Relation | Discrete Mathematics

Lecture 27: Antisymmetric Relation with Examples | Discrete Mathematics

Lecture 28: Properties of Antisymmetric Relation | Discrete Mathematics

Lecture 29: Asymmetric Relation with Examples | Discrete Mathematics

Lecture 30: Properties of Asymmetric Relation | Discrete Mathematics

Lecture 31: Properties of Antisymmetric Relation | Discrete Mathematics

Lecture 32: Asymmetric Relation with Examples | Discrete Mathematics

Lecture 33: Properties of Asymmetric Relation | Discrete Mathematics

Lecture 34: Relation between symmetric and irreflexive relations | Discrete Mathematics

Lecture 35: Relation between reflexive and antisymmetric relations | Discrete Mathematics

Lecture 36: Relation between symmetric and antisymmetric relations | Discrete Mathematics

Lecture 37: Relation between irreflexive and antisymmetric relations | Discrete Mathematics

Lecture 38: Relation between reflexive and asymmetric relations | Discrete Mathematics

Lecture 39: Relation between Irreflexive and asymmetric relations | Discrete Mathematics

Lecture 40: Relation between symmetric and asymmetric relations | Discrete Mathematics

Lecture 41: Equivalence Relation in Discrete Mathematics

Lecture 42: Partial Order Relation in Discrete Mathematics

Lecture 43: Relation between symmetric and asymmetric relations | Discrete Mathematics

Lecture 44: Equivalence Relation in Discrete Mathematics

Lecture 45: Partial Order Relation in Discrete Mathematics

Lecture 46: Bijective Function | Bijection | Discrete mathematics

Lecture 47: Composite Function | Discrete Mathematics

Lecture 48: Inverse of a Function | Discrete Mathematics

Lecture 49: Algebraic Structure | Groupoid | Group Theory | Discrete Mathematics

Lecture 50: Semigroup in Discrete Mathematics | Group Theory

Lecture 51: Monoid in Discrete Mathematics | Group Theory

Lecture 52: Group in discrete mathematics | Group Theory | Discrete Mathematics

Lecture 53: Abelian Group in Discrete Mathematics | Group Theory

Lecture 54: Properties of Group in Discrete Mathematics | Group Theory

Lecture 55: Properties of Group in Discrete Mathematics | Group Theory

Lecture 56: Integral Power of an element of a Group in Discrete Mathematics

Lecture 57: Order of an element in a Group | Group Theory | Discrete Mathematics

Lecture 58: Properties of Group in Discrete Mathematics | Group Theory

Lecture 59: Integral Power of an element of a Group in Discrete Mathematics

Lecture 60: Order of an element in a Group | Group Theory | Discrete Mathematics

Lecture 61: Properties of cyclic group | Group Theory

Lecture 62: Subgroup in Group Theory | Discrete Mathematics

Lecture 63: Subgroup and Lagranges Theorem | Discrete Mathematics

Lecture 64: Subgroup and Closure Properties | Discrete Mathematics