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The '''Ruzzo–Tompa algorithm''' or the '''RT algorithm'''<ref name=":0">{{Cite journal |last1=Spouge |first1=John L. |last2=Ramírez |first2=Leonardo Mariño |last3=Sheetlin |first3=Sergey L. |date=2014 |title=Searching for repeats, as an example of using the generalised Ruzzo-Tompa algorithm to find optimal subsequences with gaps |journal=International Journal of Bioinformatics Research and Applications |language=en |volume=10 |issue=4/5 |pages=384–408 |doi=10.1504/IJBRA.2014.062991 |issn=1744-5485 |pmc=4135518 |pmid=24989859}}</ref> is a [[Time complexity#Linear time|linear-time]] [[algorithm]] for finding all non-overlapping, contiguous, maximal scoring subsequences in a sequence of real numbers.<ref name="ruzzo_tompa">{{cite journal|last1=Ruzzo|first1=Walter L.|last2=Martin|first2=Tompa|title=A Linear Time Algorithm for Finding All Maximal Scoring Subsequences|journal=Proceedings. International Conference on Intelligent Systems for Molecular Biology|date=1999|pages=234–241|pmid=10786306|isbn=9781577350835|url=https://dl.acm.org/citation.cfm?id=660812|ref=ruzzo-tompa}}</ref> The Ruzzo–Tompa algorithm was proposed by Walter L. Ruzzo and Martin Tompa.<ref>{{Cite web |title=A Linear Time Algorithm for Finding All Maximal Scoring Subsequences |url=https://homes.cs.washington.edu/~ruzzo/papers/maxseq.pdf}}</ref> This algorithm is an improvement over previously known quadratic time algorithms.<ref name=":0" /> The maximum scoring subsequence from the set produced by the algorithm is also a solution to the [[maximum subarray problem]].
The Ruzzo–Tompa algorithm has applications in [[bioinformatics]],<ref name="karlin" /> [[web scraping]],<ref name="pasternack">{{cite book|last1=Pasternack|first1=Jeff|last2=Roth|first2=Dan|title=
==Applications==
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