M Du, R Wang, R Ji, X Wang, Y Dong - Information Sciences, 2021 - Elsevier
… Based on the Cauchy distribution, we design a Cauchy kernel … influence is redefined based on Cauchy kernel. This criterion … 1 shows the peeling process and the clustering results of the …
… The method is based on clustering and a simple Cauchy mutation. The results obtained on a broad … of the whole clusteringprocess may be estimated as O ( N P · ( t m a x · k · d + 1 ) ) . …
X Li, Q Lu, Y Dong, D Tao - IEEE transactions on neural …, 2018 - ieeexplore.ieee.org
… this paper, we propose a subspace clustering method based on Cauchy loss function (CLF). … role in the process of subspace clustering. Therefore, most spectral clustering-based …
… This paper is organized as follows: after the introduction, the basics of Cauchy density of a … used in data stream processing and the recursive computation of cluster covariance matrix is …
KLL dan Log-Tambahan, TY SUSANTO… - Sains Malaysiana, 2023 - ukm.my
… with the spatial trend and clustering patterns. In particular, the … In this study, we consider the Cauchyclusterprocess with … -linear model, the Cauchyclusterprocess with a log-additive …
SM Hadi, AH Alsaeedi, RR Nuiaa, S Manickam… - International Journal of …, 2022 - inass.org
… Cauchy possibilistic clustering for data in the same cluster… processing time of the proposed model are investigated and compared with the recent works on possibilistic Cauchyclustering…
T Budd, N Curien, C Marzouk - Journal de l'École polytechnique …, 2018 - numdam.org
… of an infinite cluster because these graphs almost surely have infinitely many cut-points, we exhibit a phase transition at p = 1/2 for the size distribution of the origin cluster. More …
… processes is the square of the Hellinger distance between their respective intensity measures. The Poisson point process … We illustrate the use of our result on the Cauchy-Schwarz …
… evolving Cauchy possibilistic clustering (eCauchy). The idea of density based clustering is … The development of density as a measure of similarity follows from Cauchy density and is …