Discrete Math | Learn Discrete Mathematics By Easy Methods

Discrete Maths for Computer Science , Data science and Engineering Students

What you'll learn

Learn the foundational concepts of Set theory

Learn the foundational concepts of Relations

Learn the foundational concepts of Functions

Learn the foundational concepts of Combinatorics

Learn the foundational concepts of Logics

Requirements

A fair background math up to high school level

Description

This course on Discrete Mathematics can be used by the the students of math , computer science and Engg. as an introduction to the fundamentals. Discrete Mathematics / Discrete Math is the backbone of Computer Science and Mathematics . It is the study of topics that are discrete rather than continuous. The topics that are covered in this course are the essential ones which are required to be learned and understood by every Computer science or engineering student. The goal of this course is to build up a strong mathematical foundation for students so that they may use their knowledge in building up technological areas like data structures, algorithms and database theory, This course can be broken into a few key categories:Set theoryRelationsFunctionsCombinatorics LogicsPrinciple of Mathematical InductionEach of the above topics has a simple explanation of concepts so that students may grasp them easily. I am sure that this course will be create a strong platform for students and those who are studying for higher Mathematics and would help them in a better understanding of the subject.You will also get a good support in Q&A section . It is also planned that based on your feed back, new course materials  like  Graph theory etc. and many more may be added to the course. Hope the course will develop better understanding and boost the self confidence of the students.Waiting for you inside the course!So hurry up and Join now !!

Overview

Section 1: Set Theory

Lecture 1 Introduction and Description of a Set

Lecture 2 Illustrations

Lecture 3 Types of Sets

Lecture 4 Illustrations

Lecture 5 Venn Diagrams

Lecture 6 Illustration1

Lecture 7 Illustration2

Lecture 8 Illustration3

Lecture 9 Laws of Algebra of Sets

Lecture 10 Illustration

Lecture 11 Important Results on number of elements in sets

Lecture 12 Illustration 1

Lecture 13 Illustration 2

Lecture 14 Illustration 3

Section 2: Relations

Lecture 15 Cartesian Product of sets

Lecture 16 Illustration1

Lecture 17 Illustration2

Lecture 18 Illustration3

Lecture 19 Illustration4

Lecture 20 Illustration5

Lecture 21 Illustration6

Lecture 22 Illustration7

Lecture 23 Relation : Introduction & Domain , Codomain and Range

Lecture 24 Illustration1

Lecture 25 Illustration2

Lecture 26 Illustration3

Lecture 27 Types of Relations

Section 3: Functions

Lecture 28 Function: Definition & its Domain, Codomain and Range

Lecture 29 Equality of Functions

Lecture 30 Even and Odd Functions

Lecture 31 Illustrations

Section 4: Combinatorics

Lecture 32 Factorial notations

Lecture 33 Illustration 1

Lecture 34 Illustration 2

Lecture 35 Illustration 3

Lecture 36 Illustration 4

Lecture 37 Illustration 5

Lecture 38 Illustration 6

Lecture 39 Fundamental Principle of Counting

Lecture 40 Illustration 1

Lecture 41 Illustration 2

Lecture 42 Permutations

Lecture 43 Illustrations(Permutations)

Lecture 44 Combinations

Lecture 45 Illustrations(Combinations)

Section 5: Logics

Lecture 46 Basic Concepts

Lecture 47 Illustration 1

Lecture 48 Illustration 2

Section 6: Principle of Mathematical Induction

Lecture 49 Basic Concepts

Lecture 50 Illustration 1

Lecture 51 Illustration 2

Lecture 52 Illustration 3

Lecture 53 Illustration 4

This course is designed for students of Data science , Computer Science, Mathematics and Engineering