2011
DOI: 10.1186/2041-1480-2-3
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A shortest-path graph kernel for estimating gene product semantic similarity

Abstract: BackgroundExisting methods for calculating semantic similarity between gene products using the Gene Ontology (GO) often rely on external resources, which are not part of the ontology. Consequently, changes in these external resources like biased term distribution caused by shifting of hot research topics, will affect the calculation of semantic similarity. One way to avoid this problem is to use semantic methods that are "intrinsic" to the ontology, i.e. independent of external knowledge.ResultsWe present a sh… Show more

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Cited by 34 publications
(21 citation statements)
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“…Graph kernel can be seen as a function that measures the topological similarity of pairs of graphs. In recent years, lots of methods have been proposed to construct graph kernel, which include walk-based (Gartner et al, 2003), path-based (Alvarez et al, 2011), subtree-based kernels (Shervashidze et al, 2011), and so on. Graph kernel has been widely used for image classification (Harchaoui and Bach, 2007) and protein function prediction (Borgwardt et al, 2005).…”
Section: Methodsmentioning
confidence: 99%
“…Graph kernel can be seen as a function that measures the topological similarity of pairs of graphs. In recent years, lots of methods have been proposed to construct graph kernel, which include walk-based (Gartner et al, 2003), path-based (Alvarez et al, 2011), subtree-based kernels (Shervashidze et al, 2011), and so on. Graph kernel has been widely used for image classification (Harchaoui and Bach, 2007) and protein function prediction (Borgwardt et al, 2005).…”
Section: Methodsmentioning
confidence: 99%
“…We can normalize this method by the union of two GO term sets annotating the two proteins. Third, a graph-based method [34] is a combination of the edge-based and nodebased methods. This method captures a subgraph of the ontology which includes all the GO terms annotating a protein, and measures similarity between the two subgraphs formed by the two proteins.…”
Section: Ppi Weightingmentioning
confidence: 99%
“…One of the most successful and widely used approach to defining kernels between a pair of graphs is to decompose the graphs into substructures and to compare/count pairs of specific isomorphic substructures. Specifically, all available graph decomposition methods can be used to define a graph kernel, e.g., graph kernels based on counting pairs of isomorphic a) walks [7], b) paths [8], and c) restricted subgraph or subtree substructures [9]. With this scenario, Gaidon et al [10] have developed a subtree kernel for comparing videos.…”
Section: A Graph Kernels On Computer Visionmentioning
confidence: 99%