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Graph Theory

where Combinatorics happens
5.0
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25 students
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CourseMarks Score®

7.7

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Content

Platform: Udemy
Video: 10h 20m
Language: English
Next start: On Demand

Table of contents

Description

Graphs are very simple mathematical objects that can model basically every problem in combinatorics, and as such one can rapidly go from what is well known to what is unknown with just a few more definitions. Discover with me the beauty of this topic.
This is part of the syllabus for maths olympians in high school. Also discrete maths in undergraduate university.

You will learn

✓ Definitions in graph theory
✓ Foundations of graph theory
✓ Combinatorics

Requirements

• Concentrate for 1 hour

This course is for

• Math olympiad students
• Discrete maths students
• Advanced high school students studying combinatorics
Mathematician
Join me for meaningful learning that will have lasting value.
Much of the content takes a student through the experience of solving a problem from scratch, learning a concept rigorously or applying a concept to a problem. This process is filmed and presented here with basically no editing. To be truly great at maths you cannot just memorise disconnected facts you need to learn how to think, how to link and how to learn. For younger students we have the luxury of applying the things we learn in math olympiad problems. I look forward to seeing you in class!
Background
PhD, first in graduating class USA (UOregon)
This is also where I learned to play Basketball.
M.Sc by research, fastest possible with publication, USyd, AUS
B.Sc (Honours), University Medal, all High Distinctions, USyd AUS
ATAR 99.95 NSW Australia
Postdoctoral research fellow Germany (Unimuenster)
Visiting scholar China (ECNU Shanghai)
Research publications and conference attendance.
Browse all courses by on Coursemarks.
Platform: Udemy
Video: 10h 20m
Language: English
Next start: On Demand

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