Parallel algorithms through approximation: graphs, data privacy and machine learning

A. Pothen
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Abstract

We describe a paradigm for designing parallel algorithms on massive graphs by employing approximation techniques. Instead of solving a problem exactly, for which efficient parallel algorithms do not exist, we seek a solution with provable approximation guarantees via approximation algorithms. Furthermore, we design approximation algorithms with high degrees of concurrency. We show the computation of degree-constrained subgraphs as an example of this paradigm.
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通过近似的并行算法:图,数据隐私和机器学习
我们描述了一种利用近似技术在海量图上设计并行算法的范例。对于不存在有效并行算法的问题,我们不是精确地求解,而是通过近似算法寻求具有可证明近似保证的解。此外,我们设计了具有高度并发性的近似算法。我们展示了度约束子图的计算作为这个范例的一个例子。
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