Algorithms for text processing with errors and Uncertainties (Q84225): Difference between revisions
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Project in Poland | Project Q84225 in Poland | ||
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Projekt w Polsce | Projekt Q84225 w Polsce | ||
Revision as of 05:22, 29 October 2020
Project Q84225 in Poland
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Algorithms for text processing with errors and Uncertainties |
Project Q84225 in Poland |
Statements
656,436.0 zloty
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656,436.0 zloty
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100.0 percent
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1 July 2017
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30 June 2019
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UNIWERSYTET WARSZAWSKI
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In pattern matching, it is very common that the input data is corrupted or that we only have an imprecise model of the data. The project focuses on design of efficient algorithms for pattern matching and data structures for indexing for data with errors and uncertainties. Our primary motivation is molecular biology, where several models for uncertain data are used: texts with wildcards, indeterminate texts, weighted sequences (i.e., position weight matrices) and profiles. We consider approximate pattern matching under the Hamming distance and various kinds of approximate periodicities (quasiperiodicities) in texts. We aim at worst-case efficient algorithms; however, recent study in the area of fine-grained complexity suggests that for some of the problems on texts, the state-of-the-art or even naive algorithms are probably optimal. We also aim at experimental verification of our approaches. (Polish)
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In pattern matching, it is very common that the input data is corrupted or that we only have an imprecise model of the data. The project focuses on design of efficient algorithms for pattern matching and data structures for indexing for data with errors and Uncertainties. Our primary motivation is molecular biology, where several models for uncertain data are used: texts with wildcards, indeterminate texts, weighted sequences (i.e., position weight matrices) and profiles. We consider approximate pattern matching under the Hamming distance and various kinds of approximate periodicities (quasiperiodicities) in texts. We aim at worst-case efficient algorithms; however, recent study in the area of fine-grained complexity suggests that for some of the problems on texts, the state-of-the-art or even naive algorithms are probably optimal. We also aim at experimental verification of our approaches. (English)
14 October 2020
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Identifiers
POIR.04.04.00-00-24BA/16
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