Parallel and Scalable Precise Clustering

Abstract

This paper describes a new technique for parallelizing protein clustering, an important bioinformatics computation for the analysis of protein sequences. Protein clustering identifies groups of proteins that are similar because they share long sequences of similar amino acids. Given a collection of protein sequences, clustering can significantly reduce the computational effort required to identify all similar sequences by avoiding many negative comparisons. The challenge, however, is to build a clustering that misses as few similar sequences (or elements, more generally) as possible. In this paper, we introduce precise clustering, a property that requires each pair of similar elements to appear together in at least one cluster. We show that transitivity in the data can be leveraged to merge clusters while maintaining a precise clustering, providing a basis for independently forming clusters. This allows us reformulate clustering as a bottom-up merge of independent clusters in a new algorithm called ClusterMerge. ClusterMerge exposes parallelism, enabling fast and scalable implementations. We apply ClusterMerge to find similar amino acid sequences in a collection of proteins. ClusterMerge identifies 99.8% of similar pairs found by a full O(n 2) comparison, with only half as many comparisons. More importantly, ClusterMerge is highly amenable to parallel and distributed computation. Our implementation achieves a speedup of 604 times on 768 cores (1400 times faster than a comparable single-threaded clustering implementation), a strong scaling efficiency of 90%, and a weak scaling efficiency of nearly 100%.

Attraction Basins in Metaheuristics: A Systematic Mapping Study

“…We encourage researchers to develop efficient, parallel, and scalable algorithms to compute attraction basins that can run on a cluster [117][118][119][120][121]. However, an unambiguous definition of attraction basins is needed to design an algorithm.…”