![]() ![]() Prolific node and focus descendant thresholdĪ GO term is a prolific node if the number of its children exceeds a threshold. Of repetitive hypotheses during hypotheses testing and multiplicity correction. One advantage of this approach is to reduce the number If the "refine" option is selected for the context graph, then our internalĪlgorithm will filter out nodes that have at least one child that shares theĮxact gene annotations. The leaf bound layout places each node at levels based on their longest distance to any of the leaves. The buoyant layout is powered by our bubble-float algorithm. The buoyant layout preserves not only the topological constraint, but also factors in the gene annotations, such that a node with fewer annotated genes is placed no higher than that with more genes. Both of these options preserve a topological constraint where each parent node is higher than its children, and minimizes the number of levels in the DAG. The root-bound layout places each node at levels based on their longest distance to the root the leaf-bound layout places them based on their longest distance to the leaves. ![]() Real-time update of self-contained and competitive nulls Prolific node and focus descendant threshold Root-bound, leaf-bound and buoyant layouts Focus graph, context graphs and their anchors
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