3.8 Proceedings Paper

Parallel Rule Discovery from Large Datasets by Sampling

Publisher

ASSOC COMPUTING MACHINERY
DOI: 10.1145/3514221.3526165

Keywords

Rule discovery; data quality; sampling

Funding

  1. ERC [652976]
  2. Royal SocietyWolfson Research Merit Award [WRM/R1/180014]
  3. NSFC [61902274]
  4. Longhua Science and Technology Innovation Bureau [LHKJCXJCYJ202003]
  5. European Research Council (ERC) [652976] Funding Source: European Research Council (ERC)

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This paper proposes a multi-round sampling strategy for rule discovery in large datasets to ensure the accuracy and extractability of rules through precision and recall rates. To improve recall, a tableau method is used to recover constant patterns, and deep Q-learning is used to select semantically relevant predicates.
Rule discovery from large datasets is often prohibitively costly. The problem becomes more staggering when the rules are collectively defined across multiple tables. To scale with large datasets, this paper proposes a multi-round sampling strategy for rule discovery. We consider entity enhancing rules (RE Es) for collective entity resolution and conflict resolution, which may carry constant patterns and machine learning predicates. We sample large datasets with accuracy bounds alpha and beta such that at least alpha% of rules discovered from samples are guaranteed to hold on the entire dataset (i.e., precision), and at least beta% of rules on the entire dataset can be mined from the samples (i.e., recall). We also quantify the connection between support and confidence of the rules on samples and their counterparts on the entire dataset. To scale with the number of tuple variables in collective rules, we adopt deep Q-learning to select semantically relevant predicates. To improve the recall, we develop a tableau method to recover constant patterns from the dataset. We parallelize the algorithm such that it guarantees to reduce runtime when more processors are used. Using real-life and synthetic data, we empirically verify that the method speeds up RE E discovery by 12.2 times with sample ratio 10% and recall 82%.

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