Category:Definitions/Euler Characteristic of Finite Graph
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This category contains definitions related to Euler Characteristic of Finite Graph.
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Let $G = \struct {V, E}$ be a finite graph.
Let $G$ be embedded in a surface.
The Euler characteristic of $G$ is written $\map \chi G$ and is defined as:
- $\map \chi G = v - e + f$
where:
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