2006
DOI: 10.1093/bioinformatics/btl440
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Systematic component selection for gene-network refinement

Abstract: We have developed a method that uses gene expression data as well as interaction data between cell components to define a set of genes that we use for our modeling. In a subsequent step, we estimate the parameters of our model of piecewise linear differential equations and evaluate the results simulating the behavior of the system with our model. We have applied our method to the DNA repair system of Mycobacterium tuberculosis. Our analysis predicts that the gene Rv2719c plays an important role in this system.

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Cited by 14 publications
(14 citation statements)
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“…Let K = (S ∪ S * , E) be an undirected complete bipartite graph, with vertex set S ∪ S * and undirected edges E existing between each pair of vertices (v 1 , v 2 ) with v 1 ∈ S, v 2 ∈ S * . Given a significance level α > 0 we compute Q min as the maximum of the (α/2)% smallest correlation coefficients between the seed genes and genes in G. Similarly, Q max is obtained as the minimum of the (α/2)% largest of these values (see also [Radde et al, 2006]). We define an edge to be significant with respect to a given α if the correlation coefficient between the two expression profiles of the corresponding genes is smaller than Q min or greater than Q max .…”
Section: Discussionmentioning
confidence: 99%
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“…Let K = (S ∪ S * , E) be an undirected complete bipartite graph, with vertex set S ∪ S * and undirected edges E existing between each pair of vertices (v 1 , v 2 ) with v 1 ∈ S, v 2 ∈ S * . Given a significance level α > 0 we compute Q min as the maximum of the (α/2)% smallest correlation coefficients between the seed genes and genes in G. Similarly, Q max is obtained as the minimum of the (α/2)% largest of these values (see also [Radde et al, 2006]). We define an edge to be significant with respect to a given α if the correlation coefficient between the two expression profiles of the corresponding genes is smaller than Q min or greater than Q max .…”
Section: Discussionmentioning
confidence: 99%
“…In this paper we will present a method which finds genes that might have an important influence on the gene regulatory network defined by the seed genes and that should be added to this network. A mathematical method, called formal concept analysis, is used to detect a list of candidate genes that can be analyzed afterwards in the same way as proposed in [Radde et al, 2006]. In that paper a graph theoretical approach was used to detect such a list of genes, which is further described in [Cabusora et al, 2005].…”
Section: Introductionmentioning
confidence: 99%
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