Discrete Mathematics

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.Discrete structures can be finite or infinite

Enroll for free

Course curriculum

1

Module 1(SATYASARAN CHANGDAR)
- LECTURE001
- LECTURE002
- LECTURE003
- LECTURE004
- LECTURE005
- LECTURE006
- LECTURE007
- LECTURE008
- LECTURE009
2

Module 2(Amit Das)
- Lecture on Pigeonhole Principle
- Predicates & Quantifiers - I
- Predicates & Quantifiers - II
- Predicates & Quantifiers - III
- Predicates & Quantifiers - IV
- Rules of Inference - I
- Rules of Inference - II
- Rules of Inference - III
- Normal Forms - I
- Normal Forms - II
- Normal Forms - III
- Normal Forms - IV
3

Module 3(Sakti Pada Nanda)
- Discrete Math_Lecture 1
- Discrete Math_Lecture 2
- Cyclic group
- algebraic system
- Normal Subgroup
- Order of element
- Ring Homomorphism
- Boolean Algebra
4

Module 4(Kaushik Banerjee)
- Discrete Mathematics, Lecture 7 (Partially Ordered Sets)
- Discrete Mathematics, Lecture 9 (Lattice)
- Discrete Mathematics, Lecture 8 (POS -Extrene Elements)
5

EXAM
- Question Paper - Quiz 1
- ANSWER BOOKLET - QUIZ 1