Discrete mathematics takes care of objects that may take over only specific, separated market values. Discrete mathematics is the algebraic language of the computer system.
Discrete mathematics takes care of objects that may take over only specific, separated market values. Discrete mathematics is the algebraic language of the computer system.
Course Curriculum
Chapter 1: Set Theory
1.1 Basics of Set Part 1
00:00
1.2 Basics of Set Part 2
00:00
1.3 Basics of Set Part 3
00:00
1.4 Basics of Set GATE Questions
00:00
1.5 Set Relations
00:00
1.6 Posets, Hasse Diagram, and Lattices Part 1
00:00
1.6.1 Posets, Hasse Diagram, and Lattices Part 2
00:00
1.6.2 Posets, Hasse Diagram, and Lattices Part 3
00:00
1.7 Function Part 1
00:00
1.8 Function Part 2
00:00
1.9 Function GATE Questions
00:00
Chapter 2: Graph Theory
2.1 Basics of Graph
00:00
2.2 Types of Graph – 1
00:00
2.3 Types of Graph – 2
00:00
2.4 Types of Graph – 3
00:00
2.5 Types of Graph GATE Questions – 1
00:00
2.6 Types of Graph GATE Questions – 2
00:00
2.7 Advanced Graph
00:00
2.8 GATE Questions
00:00
Chapter 3: Group Theory
3.1 Basics of Algebraic Theory & Group Properties
00:00
3.2 GATE Questions
00:00
3.3 Types of Group, Subgroup & Other Algebraic Structures
00:00
3.4 GATE Questions
00:00
Chapter 4: Predicate & First Order Logic
4.1 Proposition Basic Concepts
00:00
4.2 GATE Questions & First Order Logic
00:00
Chapter 5: Boolean Algebra
5.1 Boolean Logic Laws and Basic Concepts & GATE Questions
00:00
Chapter 6: Combinatorics
6.1 Basics of Combinatorics
00:00
6.2 GATE Questions Combinatorics
00:00
6.3 Combinatorics Part 2 and GATE Questions
00:00
E-Book – Discrete Mathematics and Graph Theory
E-Book
Practice Set – Discrete Mathematics and Graph Theory