Density peaks clustering based on balance density and connectivity

作者:

Highlights:

• A novel density peaks clustering algorithm called BC-DPC is proposed based on mutual nearest neighbor and connectivity, which can quickly find the correct cluster centers and obtain satisfactory clustering results.

• A new definition of density is proposed, which can elimilate the density difference among different clusters and accurately estimate the density of the data points.

• This algorithm fully considers the density change and connectivity between data points when calculating the relative distance. This makes the domino effect can be avoided in the clustering process.

• The algorithm proposes a novel fast search strategy, which is used to calculate relative distance of data points. This strategy makes the efficiency of the proposed algorithm greatly improved.

• The performance of the proposed algorithm is compared to DPC and five improved DPC in synthetic, UCI, and image datasets.

• The experimental results show the effectiveness and the efficiency of the proposed algorithm.

摘要

•A novel density peaks clustering algorithm called BC-DPC is proposed based on mutual nearest neighbor and connectivity, which can quickly find the correct cluster centers and obtain satisfactory clustering results.•A new definition of density is proposed, which can elimilate the density difference among different clusters and accurately estimate the density of the data points.•This algorithm fully considers the density change and connectivity between data points when calculating the relative distance. This makes the domino effect can be avoided in the clustering process.•The algorithm proposes a novel fast search strategy, which is used to calculate relative distance of data points. This strategy makes the efficiency of the proposed algorithm greatly improved.•The performance of the proposed algorithm is compared to DPC and five improved DPC in synthetic, UCI, and image datasets.•The experimental results show the effectiveness and the efficiency of the proposed algorithm.

论文关键词:Clustering,Mutual nearest neighbor,Connectivity between data points,Fast search strategy

论文评审过程:Received 2 July 2021, Revised 29 June 2022, Accepted 20 September 2022, Available online 23 September 2022, Version of Record 13 October 2022.

论文官网地址:https://doi.org/10.1016/j.patcog.2022.109052