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Graph Theory 4: Navigating Graphs
18 videos • 1,645 views • by Ms. Hearn
1
Walks Trails and Paths in Graph Theory
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2
Closed Walks, Closed Trails (Circuits) and Closed Paths (Directed Cycles) in Graph Theory
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3
Recognizing Euler Trails and Euler Circuits in Graph Theory
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4
Existence of Euler Circuits in Graph Theory
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5
Connected and Disconnected Graphs and Their Components in Graph Theory
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6
Bridges and Local Bridges in Graph Theory
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7
Fleury's Algorithm to Find an Euler Circuit
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8
Introduction to Coloring Graphs & Chromatic Number
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9
Graph Theory: Create Graph to Represent Common Boundaries on a Map
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10
Coloring Maps Using Graphs & the Four Color Problem
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11
Graph Coloring: Why Start with Vertex of Highest Degree.
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12
Applications of Walks, Paths, Trails, and Circuits in Graph Theory
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13
Scheduling Application of Chromatic Number and Miinimum Coloring in Graph Theory
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14
What is the Chinese Postman Problem in Graph Theory and How Does it Relate to Euler Circuits?
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15
Delivery Application of Euler Circuits with Eulerizing in Graph Theory
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16
Hamilton Cycle or Euler Circuit
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17
Euler Path or Hamilton Trail? In Graph Theory
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18
Comparing Greedy and Brute Force Algorithms
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