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Color-coding

In computer science and graph theory, the method of color-coding efficiently finds -vertex simple paths, -vertex cycles, and other small subgraphs within a given graph using probabilistic algorithms, which can then be derandomized and turned into deterministic algorithms. This method shows that many subcases of the subgraph isomorphism problem (an NP-complete problem) can in fact be solved in polynomial time.

The theory and analysis of the color-coding method was proposed in 1994 by Noga Alon, Raphael Yuster, and Uri Zwick.