Intro to Abstract Math
Acyclic refers to a property of a graph or structure that contains no cycles, meaning there are no paths that start and end at the same vertex without retracing any edges. In the context of trees, which are a specific type of acyclic graph, this characteristic ensures that there is exactly one path between any two vertices, making them an essential data structure in various applications. This property plays a crucial role in determining the structure and functionality of trees, ensuring efficient traversal and representation of hierarchical relationships.
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