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Creative use of domain decomposition, multi grid techniques or reduced order modeling techniques (ROM) can be selectively applied at all levels of the process to efficiently prune down degrees of freedom (DoFs).
The k-core of a graph is defined as the largest subgraph for which every node has at least k links (Fig. 2): For each choice of k, we determine the k-cores by recursively pruning all nodes with degree lower than k and their incident links.
The k-core of a graph is defined as the maximum sub-graph obtained by pruning all nodes with a degree lower than k; series of k-cores are obtained by increasing the k value.
Neighbors of H are pruned by following strategies: degree pruning and core number pruning.
Start pruning.
Hates Bad pruning.
Instant pruning.
Minimal Pruning.
Balanced Pruning.
Finish hand pruning.
Next is pruning.
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