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3 cards from this section. Quick, good the night before a test.
Define edge colouring in simple terms.
Think about how colors help differentiate edges.
What is the edge chromatic number?
Focus on the concept of minimization in graph properties.
What is edge colouring in graph theory?
Focus on what part of the graph is being colored.
True or False: The Gupta-Vizing theorem provides exact values for edge chromatic numbers.
Think about the type of limits provided.
Consider a graph with eight vertices where every vertex is connected to all others. What is the edge chromatic number, and how would you show this using edge colouring?
Use the concept of complete graphs to visualize.
Create a real-life scenario where edge colouring is essential and detail how one would implement it.
Consider the implications of overlapping schedules.
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