A robust distributed big data clustering-based on adaptive density partitioning using apache spark
B Hosseini, K Kiani - Symmetry, 2018 - mdpi.com
Symmetry, 2018•mdpi.com
Unsupervised machine learning and knowledge discovery from large-scale datasets have
recently attracted a lot of research interest. The present paper proposes a distributed big
data clustering approach-based on adaptive density estimation. The proposed method is
developed-based on Apache Spark framework and tested on some of the prevalent
datasets. In the first step of this algorithm, the input data is divided into partitions using a
Bayesian type of Locality Sensitive Hashing (LSH). Partitioning makes the processing fully …
recently attracted a lot of research interest. The present paper proposes a distributed big
data clustering approach-based on adaptive density estimation. The proposed method is
developed-based on Apache Spark framework and tested on some of the prevalent
datasets. In the first step of this algorithm, the input data is divided into partitions using a
Bayesian type of Locality Sensitive Hashing (LSH). Partitioning makes the processing fully …
Unsupervised machine learning and knowledge discovery from large-scale datasets have recently attracted a lot of research interest. The present paper proposes a distributed big data clustering approach-based on adaptive density estimation. The proposed method is developed-based on Apache Spark framework and tested on some of the prevalent datasets. In the first step of this algorithm, the input data is divided into partitions using a Bayesian type of Locality Sensitive Hashing (LSH). Partitioning makes the processing fully parallel and much simpler by avoiding unneeded calculations. Each of the proposed algorithm steps is completely independent of the others and no serial bottleneck exists all over the clustering procedure. Locality preservation also filters out the outliers and enhances the robustness of the proposed approach. Density is defined on the basis of Ordered Weighted Averaging (OWA) distance which makes clusters more homogenous. According to the density of each node, the local density peaks will be detected adaptively. By merging the local peaks, final cluster centers will be obtained and other data points will be a member of the cluster with the nearest center. The proposed method has been implemented and compared with similar recently published researches. Cluster validity indexes achieved from the proposed method shows its superiorities in precision and noise robustness in comparison with recent researches. Comparison with similar approaches also shows superiorities of the proposed method in scalability, high performance, and low computation cost. The proposed method is a general clustering approach and it has been used in gene expression clustering as a sample of its application.
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