Automatic extraction of protein point mutations using a graph bigram association.
Protein point mutations are an essential component of the evolutionary and experimental analysis of protein structure and function. While many manually curated databases attempt to index point mutations, most experimentally generated point mutations and the biological impacts of the changes are desc...
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doaj-73e84d7ff9be4287848c5567d2d704e22020-11-24T21:55:55ZengPublic Library of Science (PLoS)PLoS Computational Biology1553-734X1553-73582007-02-0132e1610.1371/journal.pcbi.0030016Automatic extraction of protein point mutations using a graph bigram association.Lawrence C LeeFlorence HornFred E CohenProtein point mutations are an essential component of the evolutionary and experimental analysis of protein structure and function. While many manually curated databases attempt to index point mutations, most experimentally generated point mutations and the biological impacts of the changes are described in the peer-reviewed published literature. We describe an application, Mutation GraB (Graph Bigram), that identifies, extracts, and verifies point mutations from biomedical literature. The principal problem of point mutation extraction is to link the point mutation with its associated protein and organism of origin. Our algorithm uses a graph-based bigram traversal to identify these relevant associations and exploits the Swiss-Prot protein database to verify this information. The graph bigram method is different from other models for point mutation extraction in that it incorporates frequency and positional data of all terms in an article to drive the point mutation-protein association. Our method was tested on 589 articles describing point mutations from the G protein-coupled receptor (GPCR), tyrosine kinase, and ion channel protein families. We evaluated our graph bigram metric against a word-proximity metric for term association on datasets of full-text literature in these three different protein families. Our testing shows that the graph bigram metric achieves a higher F-measure for the GPCRs (0.79 versus 0.76), protein tyrosine kinases (0.72 versus 0.69), and ion channel transporters (0.76 versus 0.74). Importantly, in situations where more than one protein can be assigned to a point mutation and disambiguation is required, the graph bigram metric achieves a precision of 0.84 compared with the word distance metric precision of 0.73. We believe the graph bigram search metric to be a significant improvement over previous search metrics for point mutation extraction and to be applicable to text-mining application requiring the association of words.http://europepmc.org/articles/PMC1794323?pdf=render |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Lawrence C Lee Florence Horn Fred E Cohen |
spellingShingle |
Lawrence C Lee Florence Horn Fred E Cohen Automatic extraction of protein point mutations using a graph bigram association. PLoS Computational Biology |
author_facet |
Lawrence C Lee Florence Horn Fred E Cohen |
author_sort |
Lawrence C Lee |
title |
Automatic extraction of protein point mutations using a graph bigram association. |
title_short |
Automatic extraction of protein point mutations using a graph bigram association. |
title_full |
Automatic extraction of protein point mutations using a graph bigram association. |
title_fullStr |
Automatic extraction of protein point mutations using a graph bigram association. |
title_full_unstemmed |
Automatic extraction of protein point mutations using a graph bigram association. |
title_sort |
automatic extraction of protein point mutations using a graph bigram association. |
publisher |
Public Library of Science (PLoS) |
series |
PLoS Computational Biology |
issn |
1553-734X 1553-7358 |
publishDate |
2007-02-01 |
description |
Protein point mutations are an essential component of the evolutionary and experimental analysis of protein structure and function. While many manually curated databases attempt to index point mutations, most experimentally generated point mutations and the biological impacts of the changes are described in the peer-reviewed published literature. We describe an application, Mutation GraB (Graph Bigram), that identifies, extracts, and verifies point mutations from biomedical literature. The principal problem of point mutation extraction is to link the point mutation with its associated protein and organism of origin. Our algorithm uses a graph-based bigram traversal to identify these relevant associations and exploits the Swiss-Prot protein database to verify this information. The graph bigram method is different from other models for point mutation extraction in that it incorporates frequency and positional data of all terms in an article to drive the point mutation-protein association. Our method was tested on 589 articles describing point mutations from the G protein-coupled receptor (GPCR), tyrosine kinase, and ion channel protein families. We evaluated our graph bigram metric against a word-proximity metric for term association on datasets of full-text literature in these three different protein families. Our testing shows that the graph bigram metric achieves a higher F-measure for the GPCRs (0.79 versus 0.76), protein tyrosine kinases (0.72 versus 0.69), and ion channel transporters (0.76 versus 0.74). Importantly, in situations where more than one protein can be assigned to a point mutation and disambiguation is required, the graph bigram metric achieves a precision of 0.84 compared with the word distance metric precision of 0.73. We believe the graph bigram search metric to be a significant improvement over previous search metrics for point mutation extraction and to be applicable to text-mining application requiring the association of words. |
url |
http://europepmc.org/articles/PMC1794323?pdf=render |
work_keys_str_mv |
AT lawrenceclee automaticextractionofproteinpointmutationsusingagraphbigramassociation AT florencehorn automaticextractionofproteinpointmutationsusingagraphbigramassociation AT fredecohen automaticextractionofproteinpointmutationsusingagraphbigramassociation |
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