01:19

Kinjal & Bhargav's Wedding Teaser | 26 April 2021 |

07:53

What is a Ring ? | Algebraic Structures | Discrete Mathematics |

05:08

Integral Domain | Field | Discrete Mathematics |

08:08

Normal Subgroup | Lagrange's Theorem | Examples | Discrete Mathematics |

11:08

What is a Coset ? | Left Coset | Right Coset | Examples | Discrete Mathematics |

10:41

What is a Subgroup ? | Examples | Discrete Mathematics |

10:40

Permutation Group | Properties of Group | Identity Permutation | Cycle Notation | Examples |

14:15

Addition Modulo | Multiplication Modulo | Examples | Discrete Mathematics |

15:12

Algebraic Structures | Groupoid | Monoid | Semi Group | Group | Abelian Group | Examples |

11:25

What is a Binary Operation ? | Properties | Algebraic Structures | Examples | Discrete Mathematics |

08:02

Kruskal's Algorithm | Minimum Spanning Tree | Discrete Mathematics |

08:11

Prim's Algorithm | Minimum Spanning Tree | Discrete Mathematics |

13:52

Huffman Coding | Optimal Prefix Code | Optimal Tree |

11:48

Tree | Properties | Eccentricity of a vertex | Center of a tree | m-ary Tree | Binary Tree |

12:42

Floyd Warshall's Algorithm | Shortest Path between each pair of vertices | Discrete Mathematics |

10:20

Dijkstra's Algorithm | Shortest Path Algorithm | Example | Discrete Mathematics |

09:27

Reachability: Connected | Disconnected | Strongly Connected | Weakly Connected | Unilaterally |

08:08

Eulerian Graphs | Hamiltonian Graphs | Discrete Mathematics |

10:11

Isomorphic Graphs | Examples | Discrete Mathematics |

07:55

Hand Shaking Lemma | Graph Theory | Discrete Mathematics |

15:16

Types of graphs: Bipartite | Complete Bipartite | Star | Subgraph | Paths | Circuits| Part 3 |

10:01

Types of graphs: Digraphs | In & Out Degree | Complete | Regular | Null | Directed Complete|Part 2 |

09:18

What is a graph? | Types of graphs | Multi | Pseudo | Simple | Weighted | Finite | Infinite|Part 1|

11:53

Counting: Combination | Binomial Coefficients | Examples | Part 2 |

12:10

Counting: Pigeon Hole Principle | Extended Pigeon Hole Principle | Permutations | Examples | Part 1|

09:46

Types of Functions: One one | Onto | Inverse | Composition of functions | Examples | Part 2 |

09:35

What is a Function ? | Types of Functions | Examples | Identity | Constant | Part 1|

09:23

Set Theory: Proof using Venn diagram | Cardinality | Principle of Inclusion & Exclusion | Part 3 |

09:03

Set Theory: | Venn Diagram | Union | Intersection|Complement |Difference|SymmetricDifference|Part 2|

11:23

Set Theory: Types of Sets | Describing a Set | Cartesian Product | Part 1 |

12:26

Recurrence Relations: Examples of Non Homogeneous Relation Relation | Particular Solutions | Part 3|

12:20

Recurrence Relations: Linear Recurrence Relation | Homogeneous Solution | Examples | Part 1 |

11:33

Recurrence Relations: Non-homogeneous Recurrence Relation | Particular Solution | Examples | Part 2|

09:05

What is a Boolean Algebra ? | Examples | Part 2 | Discrete Mathematics |

10:41

What is a Boolean Algebra ? | Examples | Part 1 | Discrete Mathematics |

10:55

Types of Lattices: Bounded | Complemented | Distributive | Properties of Lattices | Examples |

10:01

What is a Lattice & a Sub Lattice in Hasse Diagram ? | POSET | Discrete Mathematics | Part 2 |

12:43

What is a Lattice ? | Lattice in Hasse Diagram | POSET | Discrete Mathematics | Part 1 |

09:40

How to find Greatest Lower Bound (GLB) & Least Upper Bound (LUB) in Hasse Diagram ? | POSET |

12:55

How to find Lower Bounds and Upper Bounds in Hasse Diagram ? | POSET | Discrete Mathematics |

09:50

Chains | Anti- Chains | Maximal Elements | Minimal Elements | Discrete Mathematics

09:02

How to construct a Hasse Diagram? | Some More Examples | Part 2 | Discrete Mathematics |

13:07

How to construct a Hasse Diagram? | Examples | Part 1 | Discrete Mathematics |

13:08

What is a POSET ? | Partial Order Relations | Examples | Discrete Mathematics |

09:01

Warshall's Algorithm to find the Transitive Closure | Example - 2 |

08:44

Warshall's Algorithm to find the Transitive Closure | Example - 1 |

11:07

What is a Transitive Closure of a relation? | Discrete Mathematics |

11:44

What is an Equivalence Relation ? | Examples | Discrete Mathematics |

10:05

Types of Relations: Reflexive | Symmetric | Transitive | Antisymmetric | Compatible | Part 2 |

11:08

Types of Relations: Inverse | Complement | Composition | Identity | Universal | Void | Part 1 |

12:25

What is a Relation? : Relation Matrix | Digraph of a Relation | Examples |

03:16

Kinjal & Bhargav Engagement Ceremony | Highlights |

09:16

Propositional Logic: Arguments | Part 6 |

13:06

Propositional Logic: Normal Forms | Conjunctive (CNF) | Disjunctive (DNF) | Part 5 |

16:44

Propositional Logic: Tautology | Contradiction | Contingency | Logical Equivalence | Part 4 |

15:39

Propositional Logic: | Examples of Logical Connectives | Construction of Truth tables | Part 3 |

10:12

Propositional Logic: | Conditional | Bi Conditional | Negation | Contrapositive| Examples | Part 2 |

15:18

Propositional Logic: | Propositions | Logical Connectives | Conjunction | Disjunction | Part 1 |

11:12

What is a Predicate Logic? | Quantifiers | Examples | Discrete Mathematics |

03:53

A Brief Introduction to Discrete Mathematics