+ An Acyclic Graph is a directed graph with no cycles. It represents a structure where each node points to other nodes, but no path leads back to the starting node.
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Key Properties of Acyclic Graphs
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Direction: Each edge has a direction, indicated by arrows from one node to another.
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Nodes: The circles represent entities in the graph.
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Edges: The arrows represent directed connections between nodes.
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No Cycles: Paths in an acyclic graph do not form cycles, meaning no node can loop back to itself.
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Path: A sequence of directed edges connecting nodes in a particular direction.
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Interactive Acyclic Graph
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Hover over nodes to see a highlighted effect. Click and drag nodes to reposition them!