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Research map / Learning theory and algorithms / Clustering

Partial Optimality in Cubic Correlation Clustering

ICML 2023 · Learning theory and algorithms › Clustering · approach: Correlation clustering · 0 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Increase noise parameter αAll partial-optimality conditions · Partition datasetpercentage of fixed variablesHurt
Increase noise parameter αAll partial-optimality conditions · Partition datasetruntimeHurt
Introduce triple costs by increasing βAll partial-optimality conditions · Partition datasetpercentage of fixed variablesHurt
Apply cut conditionsPartial-optimality testing · Partition datasetvariables fixedHelped
Apply join conditions other than the simplified subset-based join conditionPartial-optimality testing · Partition datasetvariables fixedNo clear effect
Use the simplified subset-based join conditionPartial-optimality testing · Partition datasetvariables fixedHelped
Increase instance sizeAll partial-optimality conditions · Partition datasetvariables fixedHurt
Increase instance sizeAll partial-optimality conditions · Partition datasetruntimeHurt
Increase noise parameter σAll partial-optimality conditions · Geometric datasetpercentage of fixed variablesHurt
Increase noise parameter σAll partial-optimality conditions · Geometric datasetruntimeHurt
Apply cut conditionsPartial-optimality testing · Geometric datasetvariables fixedHelped
Use the simplified subset-based join conditionPartial-optimality testing · Geometric datasetvariables fixedHelped

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