×
Create CV Books Summaries Online Courses Blog Communities

Login

Sign up
MindLuster Logo
Categories
Recent

Join Our Telegram Channel Now to Get Any New Free Courses : Click Here

Lesson 101 Part II Bipartite Graphs and Matchings | Hall s Marriage Theorem | New Graphs from Old

Share your inquiries now with community members Click Here
Previous Lesson Next Lesson
Sign Up and Get Free Certificate
Sign up Now
Lesson extensions

Lessons List | 136 Lesson
Lesson 00 Introduction to Discrete Mathematics | Recommended Books for Discrete Mathematics
00:07:36

Lesson 00 Introduction to Discrete Mathematics | Recommended Books for Discrete Mathematics
Lesson 01 What is Logic Proposition and Propositional Logic
00:09:27

Lesson 01 What is Logic Proposition and Propositional Logic
Lesson 02 Logical Connectives in Compound Proposition | Truth Table in Discrete Mathematics
00:16:38

Lesson 02 Logical Connectives in Compound Proposition | Truth Table in Discrete Mathematics
Lesson 03 Converse Inverse and Contrapositive of a Conditional Statement
00:09:51

Lesson 03 Converse Inverse and Contrapositive of a Conditional Statement
Lesson 04 Logic Circuits | Logic Gates | Combinatorial Circuit in Discrete Mathematics
00:10:49

Lesson 04 Logic Circuits | Logic Gates | Combinatorial Circuit in Discrete Mathematics
Lesson 05 Law of Logic Rules with Examples | Tautology Contradiction Contingency in Discrete Maths
00:22:52

Lesson 05 Law of Logic Rules with Examples | Tautology Contradiction Contingency in Discrete Maths
Lesson 06 Law of Logic Rules Practice Examples
00:18:18

Lesson 06 Law of Logic Rules Practice Examples
Lesson 07 Predicate and its Examples in Discrete Mathematics
00:10:38

Lesson 07 Predicate and its Examples in Discrete Mathematics
Lesson 08 Quantifier and its Examples in Discrete | Universal Uniqueness Existential Quantifiers
00:16:12

Lesson 08 Quantifier and its Examples in Discrete | Universal Uniqueness Existential Quantifiers
Lesson 09 Negating Quantified Expressions | De Morgan s Laws for Quantifiers
00:10:37

Lesson 09 Negating Quantified Expressions | De Morgan s Laws for Quantifiers
Lesson 10 Nested Quantifiers Understanding Statements Involving Nested Quantifiers
00:13:01

Lesson 10 Nested Quantifiers Understanding Statements Involving Nested Quantifiers
Lesson 11 Rules of Inference for Propositional Logic | Rules of Inference in Discrete Mathematics
00:19:06

Lesson 11 Rules of Inference for Propositional Logic | Rules of Inference in Discrete Mathematics
Lesson 12 Using Rules of Inference to Build Arguments | Rules of Inference Examples
00:13:53

Lesson 12 Using Rules of Inference to Build Arguments | Rules of Inference Examples
Lesson 13 Rules of Inference for Quantified Statements
00:18:06

Lesson 13 Rules of Inference for Quantified Statements
Lesson 14 The Resolution Principle Preliminaries | Resolution in Proposition Logic
00:08:26

Lesson 14 The Resolution Principle Preliminaries | Resolution in Proposition Logic
Lesson 15 What is Fallacies in Discrete Mathematics
00:07:04

Lesson 15 What is Fallacies in Discrete Mathematics
Lesson 16 Introduction to Proofs | Methods of Proof Direct Proof
00:24:52

Lesson 16 Introduction to Proofs | Methods of Proof Direct Proof
Lesson 17 Part I Indirect Proof | Proof by Contrapositive with Examples
00:10:44

Lesson 17 Part I Indirect Proof | Proof by Contrapositive with Examples
Lesson 18 Part II Indirect Proof | Proof by Contradiction with Examples
00:19:24

Lesson 18 Part II Indirect Proof | Proof by Contradiction with Examples
Lesson 19 Mistakes in Proof | Common Mistakes in Proofs in Discrete Mathematics
00:08:39

Lesson 19 Mistakes in Proof | Common Mistakes in Proofs in Discrete Mathematics
Lesson 20 Part I Proof Methods and Strategies in Discrete Mathematics
00:32:26

Lesson 20 Part I Proof Methods and Strategies in Discrete Mathematics
Lesson 21 Part II Proof Methods and Strategies in Discrete Mathematics
00:24:02

Lesson 21 Part II Proof Methods and Strategies in Discrete Mathematics
Lesson 22 Theorem VS Lemma VS Corollary in Discrete Mathematics
00:06:05

Lesson 22 Theorem VS Lemma VS Corollary in Discrete Mathematics
Lesson 23 Applications of Propositional Logic in Real Life
00:09:36

Lesson 23 Applications of Propositional Logic in Real Life
Lesson 24 What is Set | Different Types of Numbers | Set Forms | Intervals Notation
00:19:23

Lesson 24 What is Set | Different Types of Numbers | Set Forms | Intervals Notation
Lesson 25 Types of Set in Discrete Mathematics with Examples
00:17:46

Lesson 25 Types of Set in Discrete Mathematics with Examples
Lesson 26 Set Notation and Quantifiers | Truth Set and Quantifier
00:05:46

Lesson 26 Set Notation and Quantifiers | Truth Set and Quantifier
Lesson 27 All Set Operations and Venn Diagram in Discrete Mathematics
00:13:40

Lesson 27 All Set Operations and Venn Diagram in Discrete Mathematics
Lesson 28 Set Identities | Generalized Union and Intersection | Method of Identity Proof
00:21:54

Lesson 28 Set Identities | Generalized Union and Intersection | Method of Identity Proof
Lesson 29 Function in Discrete Mathematics | Domain Codomain Range Image and Preimage of Function
00:14:16

Lesson 29 Function in Discrete Mathematics | Domain Codomain Range Image and Preimage of Function
Lesson 30 Function and its Types with Examples in Discrete Mathematics
00:15:02

Lesson 30 Function and its Types with Examples in Discrete Mathematics
Lesson 31 Real Valued Integer Valued Function | Function Increasing Decreasing Function
00:14:09

Lesson 31 Real Valued Integer Valued Function | Function Increasing Decreasing Function
Lesson 32 Compositions of Functions with Examples in Discrete Mathematics
00:14:22

Lesson 32 Compositions of Functions with Examples in Discrete Mathematics
Lesson 33 Inverse Functions with Examples in Discrete Mathematics
00:08:26

Lesson 33 Inverse Functions with Examples in Discrete Mathematics
Lesson 34 The Graph of Function in Discrete Mathematics | Floor and Ceil Function
00:13:02

Lesson 34 The Graph of Function in Discrete Mathematics | Floor and Ceil Function
Lesson 35 Partial Function VS Total Function in Discrete Mathematics
00:07:19

Lesson 35 Partial Function VS Total Function in Discrete Mathematics
Lesson 36 Sequence vs Summation | Arithmetic Progression | Geometric Progression
00:40:52

Lesson 36 Sequence vs Summation | Arithmetic Progression | Geometric Progression
Lesson 37 Series and Summations | Arithmetic Series | Geometric Series in Discrete Mathematics
00:24:29

Lesson 37 Series and Summations | Arithmetic Series | Geometric Series in Discrete Mathematics
Lesson 38 Cardinality of Sets | Hilbert s Grand Hotel Paradox | The Countinuum Hypothesis
00:33:06

Lesson 38 Cardinality of Sets | Hilbert s Grand Hotel Paradox | The Countinuum Hypothesis
Lesson 39 Computer Representation of Sets in Discrete Mathematics
00:05:43

Lesson 39 Computer Representation of Sets in Discrete Mathematics
Show More Lessons

Comments

Our New Certified Courses Will Reach You in Our Telegram Channel
Join Our Telegram Channels to Get Best Free Courses

Join Now

We Appreciate Your Feedback

Be the First One Review This Course

Excellent
0 Reviews
Good
0 Reviews
medium
0 Reviews
Acceptable
0 Reviews
Not Good
0 Reviews
0
0 Reviews


Related Courses in Mathematics
Real numbers
11 Lessons

Real numbers

Statistics
14 Lessons

Statistics

Quadratic Equation
12 Lessons

Quadratic Equation

Polynomials
11 Lessons

Polynomials

Pair of Linear Equations in Two Variables
14 Lessons

Pair of Linear Equations in Two Variables

Coordinate Geometry
11 Lessons

Coordinate Geometry

Arithmetic Progression
11 Lessons

Arithmetic Progression

Areas Related to Circles
12 Lessons

Areas Related to Circles

Circles
14 Lessons

Circles

Application of Trigonometry
11 Lessons

Application of Trigonometry

Triangles
19 Lessons

Triangles

Surface Area and Volumes
22 Lessons

Surface Area and Volumes

Youth Empowerment
12 Lessons

Youth Empowerment

Algebra Full data
36 Lessons

Algebra Full data

Algebra
30 Lessons

Algebra

Discrete Mathematics
26 Lessons

Discrete Mathematics

Course Description

Discrete Mathematics Fundamentals course in hindi, in this course Explore fundamental concepts in discrete mathematics, including logic, set theory, combinatorics, and graph theory.
Trends
Recent
Previous Lesson Next Lesson