2019
DOI: 10.1186/s12864-019-6329-2
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ManiNetCluster: a novel manifold learning approach to reveal the functional links between gene networks

Abstract: BackgroundThe coordination of genomic functions is a critical and complex process across biological systems such as phenotypes or states (e.g., time, disease, organism, environmental perturbation). Understanding how the complexity of genomic function relates to these states remains a challenge. To address this, we have developed a novel computational method, ManiNetCluster, which simultaneously aligns and clusters gene networks (e.g., co-expression) to systematically reveal the links of genomic function betwee… Show more

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Cited by 31 publications
(32 citation statements)
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“…where f (1) and f (2) are functions defined on the respective datasets X (1) and X (2) , and L X ð1Þ and L X ð2Þ are the graph Laplacian of X (1) and X (2) , respectively; W is the matrix that encodes the correspondences between X (1) and X (2) such that W i,j = 1 iff x ð1Þ i corresponds to x ð2Þ j (e.g., protein x ð2Þ j is coded by gene x ð1Þ i ) [19]. The first term preserves the correspondence (or minimizes the differences) between the 2 views, whereas the second and third terms preserve the local geometric structure of the 2 original datasets by imposing a graph regularization on f (1) and f (2) [34].…”
Section: Multiview Learning Methodsmentioning
confidence: 99%
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“…where f (1) and f (2) are functions defined on the respective datasets X (1) and X (2) , and L X ð1Þ and L X ð2Þ are the graph Laplacian of X (1) and X (2) , respectively; W is the matrix that encodes the correspondences between X (1) and X (2) such that W i,j = 1 iff x ð1Þ i corresponds to x ð2Þ j (e.g., protein x ð2Þ j is coded by gene x ð1Þ i ) [19]. The first term preserves the correspondence (or minimizes the differences) between the 2 views, whereas the second and third terms preserve the local geometric structure of the 2 original datasets by imposing a graph regularization on f (1) and f (2) [34].…”
Section: Multiview Learning Methodsmentioning
confidence: 99%
“…With a closely related machine learning technique called transfer learning, we can even infer information of an omic level from another omic level. As for homogeneous data across different species, multiview learning can be applied to infer and transfer knowledge from one species to another species [19].…”
Section: Multiomics Interpretation Of Multiview Learningmentioning
confidence: 99%
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