# Graph Theory

Udemy Coupon - Graph Theory, Master the Nuts and Bolts of Graph Theory: the Heart of Communication and Transportation Networks, Internet, GPS, ...

• Created by Miran Fattah
•  English [Auto-generated]

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Description

Graph Theory is an advanced topic in Mathematics. On a university level, this topic is taken by senior students majoring in Mathematics or Computer Science; however, this course will offer you the opportunity to obtain a solid foundation in Graph Theory in a very short period of time, AND without requiring you to have any advanced Mathematical background.

You don’t need to know complex Mathematical statements, or rules, but ALL you need to know is simple mathematical operations like addition and multiplication. The course is designed to be understood by an 11th grader since the structure of the course starts with the very basic idea of how to create a Graph, and with each step the ideas get more and more complex. The structure of the course goes as following starting with the first section:

Graphs: In this section you will learn basic definitions like Vertex, Edge, Distance,                            Contentedness, and many other concepts that are the alphabet of Graph                          Theory.
Types of Graphs: In this section you will learn a variety of different Graphs, and their                       properties.
Graph Operations: In this section you will learn different operations and different                             methods in making new Graphs.
Graph Coloring: in this section you will learn Graph Coloring and many related                                 concepts.
Paths: in this lecture you will learn Euler and Hamiltonian Paths and Circuits, and                             many other concepts in that area.
Trees: In this section you will learn about Trees, Tree Traversals, Binary Expression                         Trees and some more.
And Graph Match: In this section you will about Graph Match and Graph Cover.

How are the concepts delivered?

Each lecture is devoted to explaining a concept or multiples concepts related to the topic of that section. There are example(s) after the explanation(s) so you understand the material more. The course is taught in plain English, away from cloudy, complicated mathematical jargons and that is to help the student learn the material rather than getting stuck with fancy words.

How to learn better?

Take notes and repeat the lectures to comprehend the concepts more. Also, there are quizzes every 3-5 lectures so you can test what you have learned and go over something if needed.

Who this course is for:
Mathematics or Computer Science students
Anyone interested in learning advanced Mathematics in an easy way

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