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Discrete Mathematics Course

Course Reviews

Track :

Mathematics

Lessons no : 26

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What will you learn in this course?
  • Master combinatorial techniques for counting, permutations, and combinations in discrete mathematics contexts
  • Apply graph theory concepts to analyze networks, paths, and connectivity problems effectively
  • Utilize logical reasoning and propositional calculus to construct valid arguments and proofs
  • Solve problems involving set theory, relations, and functions with precision and clarity
  • Implement algorithms based on discrete structures for computer science and data analysis applications
  • Interpret and analyze discrete mathematical models to optimize solutions in real-world scenarios
  • Develop proficiency in Boolean algebra for digital circuit design and logical circuit simplification
  • Apply principles of discrete probability to assess risks and make data-driven decisions
  • Construct and analyze mathematical proofs involving induction, contradiction, and equivalence
  • Use discrete mathematics tools to model and solve complex problems in computer science and engineering

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Lessons | 26
L 0 Discrete Mathematics Syllabus for GATE UGC NET PSUs COLLEGE UNIVERSITY Exams
00:03:17

L 0 Discrete Mathematics Syllabus for GATE UGC NET PSUs COLLEGE UNIVERSITY Exams
L 1 1 Introduction to Set Theory | Set Subset Proper Subset
00:09:23

L 1 1 Introduction to Set Theory | Set Subset Proper Subset
L 1 2 Power Set | Set Theory Algebra
00:03:55

L 1 2 Power Set | Set Theory Algebra
L 2 1 Relation in Set Theory with examples
00:07:24

L 2 1 Relation in Set Theory with examples
L 2 2 Reflexive Relation with examples | Discrete Mathematics
00:11:41

L 2 2 Reflexive Relation with examples | Discrete Mathematics
L 2 3 How Many Reflexive Relations Possible | Discrete Mathematics Formulas
00:07:55

L 2 3 How Many Reflexive Relations Possible | Discrete Mathematics Formulas
L 2 4 Irreflexive Relation with examples | Discrete Mathematics
00:07:28

L 2 4 Irreflexive Relation with examples | Discrete Mathematics
L 2 5 Symmetric Relation with examples | Discrete Maths
00:06:40

L 2 5 Symmetric Relation with examples | Discrete Maths
Antisymmetric Relation with examples | Discrete Maths
00:06:54

Antisymmetric Relation with examples | Discrete Maths
Asymmetric vs Antisymmetric Relation with examples
00:06:53

Asymmetric vs Antisymmetric Relation with examples
Transitive Relation with examples
00:05:52

Transitive Relation with examples
Equivalence Relation in Discrete Mathematics with examples
00:06:12

Equivalence Relation in Discrete Mathematics with examples
Partial Order Relation | POSET in Discrete Mathematics
00:08:26

Partial Order Relation | POSET in Discrete Mathematics
Totally Ordered Set in Discrete Mathematics
00:07:35

Totally Ordered Set in Discrete Mathematics
Comparison of All Relations | Reflexive Irreflexive Transitive Symmetric Antisymmetric Asymmetric
00:16:30

Comparison of All Relations | Reflexive Irreflexive Transitive Symmetric Antisymmetric Asymmetric
Introduction to Group Theory | Discrete Mathematics
00:04:29

Introduction to Group Theory | Discrete Mathematics
Algebraic structure in Discrete Mathematics
00:08:07

Algebraic structure in Discrete Mathematics
Semigroup in Group Theory | Discrete Mathematics
00:08:22

Semigroup in Group Theory | Discrete Mathematics
Monoid in Discrete Mathematics | Group Theory
00:07:39

Monoid in Discrete Mathematics | Group Theory
Group in Discrete Mathematics with examples in Hindi
00:08:24

Group in Discrete Mathematics with examples in Hindi
Abelian Group in Discrete Mathematics with examples
00:05:32

Abelian Group in Discrete Mathematics with examples
Function in Discrete Mathematics
00:07:39

Function in Discrete Mathematics
How many Functions Possible | Counting Functions | Discrete Mathematics
00:07:50

How many Functions Possible | Counting Functions | Discrete Mathematics
One to One Function Injection | Injective Function
00:07:53

One to One Function Injection | Injective Function
ONTO Function Surjection | Surjective Function | Discrete Mathematics
00:08:01

ONTO Function Surjection | Surjective Function | Discrete Mathematics
Bijective Function Bijection | Discrete mathematics
00:03:22

Bijective Function Bijection | Discrete mathematics

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Discrete Mathematics Course Description

Discrete mathematics is the study of mathematical structures that are countable or otherwise distinct and separable. Examples of structures that are discrete are combinations, graphs, and logical statements.