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Top ten theorems in planar geometry
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This is my current top 10 list of theorems dealing with planar school geometry. This presentationwas done for Math E 320 running this spring. All of the theorems are either important or have some sort of surprise in that things agree in a miraculous way. The background music is an Swiss jodel from Appenzell.
Top ten theorems in planar geometry
Graph Theory 4: Non-Planar Graphs & Kuratowski's Theorem
[Discrete Mathematics] Planar Graphs
Pick's Theorem (From Euler's Planar Graph Formula)
Euler Characteristic (non planar) - 30
Planar Graphs - Numberphile
MATH 474 - Section 9.1 Planar Graphs and Euler's Formula
CG11 Which Graphs are Planar?
Which Complete Graphs are Planar? | Graph Theory
Selected Topics in Graph Theory, lecture 7: Minors in Planar Graphs
Planar Graphs and Graph Coloring
Famous non planar graphs
Graph Theory: 57. Planar Graphs
Graph Theory 6: Simple, Planar Graphs
HMMT Education: Wagner's Theorem and Planar Graphs
17.2 Colouring planar graphs
MATH 474 - Section 9.2 Planar Graph Colorings
Lecture 20: Characterization of Planar Graphs
MATH 474 - Section 9.1 Characterization of Non-Planar Graphs
Planar Separator Theorem
Graph Bisection and Planar Separators
Proof: Upper Bound for the Size of Planar Graphs | Graph Theory
Graph Theory: 61. Characterization of Planar Graphs
A Classification of Planar Graphs - A Proof of Kuratowski's Theorem
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