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Research map / Learning theory and algorithms / Submodular and game algorithms

Distributed Weighted Matching via Randomized Composable Coresets

ICML 2019 · Learning theory and algorithms › Submodular and game algorithms · approach: Streaming submodular algorithms · 2 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use randomized greedy coresets with greedy post-processing instead of sequential greedy on the full graphWeighted matching · Friendster, Orkut, LiveJournal, and DBLPweight relative to sequential greedy: 99.83%; 98.90%; 99.86%; 99.55%Mixed
Use randomized greedy coresets to parallelize greedy matchingWeighted matching · Friendster, Orkut, LiveJournal, and DBLPspeed-up over sequential greedy: 130x; 17x; 6x; 3xHelped
Use randomized greedy coresets rather than the Assadi-Khanna method extended with Crouch-StubbsWeighted matching · Friendster, Orkut, LiveJournal, and DBLPweight relative to sequential greedy: 94.43% vs 99.83%; 92.41% vs 98.90%; 96.52% vs 99.86%; 92.42% vs 99.55%Helped
Increase the coreset multiplicity parameter (ablation)Greedy coreset · Matching quality; two values of krelative weight and cardinalityHelped
Use multiple coresets and combine their edges instead of returning the best greedy matching from one sampled subgraph (ablation)Greedy coreset · Matching quality as the number of pieces increasesrelative solution qualityHelped
Reduce Crouch-Stubbs \varepsilon from 1.0 to 0.01 (ablation)Assadi-Khanna weighted-matching extension · LiveJournalweight relative to sequential greedy: 87.58% -> 96.52%Helped
Remove the Crouch-Stubbs reduction (ablation)Assadi-Khanna weighted-matching extension · LiveJournalweight relative to sequential greedy: 96.52% -> 22.16%Hurt
Use greedy rather than an offline near-optimal matching algorithm for final post-processing (ablation)Greedy coreset · General graphsapproximation ratio: 2+\varepsilon -> 3+\varepsilonHurt

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