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Juan H, Cao W, Liu X. A Dissolved Oxygen Prediction Method Based on K-Means Clustering and the ELM Neural Network: A Case Study of the Changdang Lake, China[J]. Applied Engineering in Agriculture, 2017, 33(4):461–469.JuanHCaoWLiuXA Dissolved Oxygen Prediction Method Based on K-Means Clustering and the ELM Neural Network: A Case Study of the Changdang Lake, China[J]Applied Engineering in Agriculture2017334461469Search in Google Scholar
Feng Y, Zhao S, Liu H. Analysis of Network Coverage Optimization Based on feedback K-means Clustering and Artificial Fish Swarm Algorithm[J]. IEEE Access, 2020, PP(99):1–1.FengYZhaoSLiuHAnalysis of Network Coverage Optimization Based on feedback K-means Clustering and Artificial Fish Swarm Algorithm[J].IEEE Access2020PP9911Search in Google Scholar
Mc A, Suo J B. Analysis and research on mental health of college students based on cognitive computing[J]. Cognitive Systems Research, 2019, 56:151–158.McASuoJ BAnalysis and research on mental health of college students based on cognitive computing[J]Cognitive Systems Research201956151158Search in Google Scholar
Xu L, J Lü. Bayberry image segmentation based on homomorphic filtering and K-means clustering algorithm[J]. Transactions of the Chinese Society of Agricultural Engineering, 2015, 31(14):202–208.XuLLüJBayberry image segmentation based on homomorphic filtering and K-means clustering algorithm[J]Transactions of the Chinese Society of Agricultural Engineering20153114202208Search in Google Scholar
Brockmeier A J, Principe J C. Learning Recurrent Waveforms Within EEGs[J]. IEEE Transactions on Biomedical Engineering, 2015, 63(1):43–54.BrockmeierA JPrincipeJ CLearning Recurrent Waveforms Within EEGs[J]IEEE Transactions on Biomedical Engineering20156314354Search in Google Scholar
Zhang T, Ma F. Improved rough k-means clustering algorithm based on weighted distance measure with Gaussian function[J]. International Journal of Computer Mathematics, 2017, 94(1–4):663–675.ZhangTMaFImproved rough k-means clustering algorithm based on weighted distance measure with Gaussian function[J]International Journal of Computer Mathematics2017941–4663675Search in Google Scholar
Li C, Lian S, Jia J, et al. Risk assessment of water pollution sources based on an integrated k-means clustering and set pair analysis method in the region of Shiyan, China[J]. Science of the Total Environment, 2016, 557–558(Jul.1):307–316.LiCLianSJiaJRisk assessment of water pollution sources based on an integrated k-means clustering and set pair analysis method in the region of Shiyan, China[J].Science of the Total Environment2016557–558Jul.1307316Search in Google Scholar
Liu H, Xu Q, Xu H, et al. Judgment Method of Vehicle Lateral Stability Based on K Means Clustering Analysis[J]. Hunan Daxue Xuebao/Journal of Hunan University Natural Sciences, 2018, 45(8):48–53.LiuHXuQXuHJudgment Method of Vehicle Lateral Stability Based on K Means Clustering Analysis[J]Hunan Daxue Xuebao/Journal of Hunan University Natural Sciences20184584853Search in Google Scholar
Preeti, Arora, Deepali, et al. Analysis of K-Means and K-Medoids Algorithm For Big Data - ScienceDirect[J]. Procedia Computer Science, 2016, 78:507–512.PreetiAroraDeepaliAnalysis of K-Means and K-Medoids Algorithm For Big Data - ScienceDirect[J]Procedia Computer Science201678507512Search in Google Scholar
Aidara S, Sagna Y. BSDEs driven by two mutually independent fractional Brownian motions with stochastic Lipschitz coefficients[J]. Applied Mathematics and Nonlinear Sciences, 2019, 4(1):151–162.AidaraSSagnaYBSDEs driven by two mutually independent fractional Brownian motions with stochastic Lipschitz coefficients[J]Applied Mathematics and Nonlinear Sciences201941151162Search in Google Scholar
El-Borhamy M, Mosalam N. On the existence of periodic solution and the transition to chaos of Rayleigh-Duffing equation with application of gyro dynamic[J]. Applied Mathematics and Nonlinear Sciences, 2020, 5(1):93–108.El-BorhamyMMosalamNOn the existence of periodic solution and the transition to chaos of Rayleigh-Duffing equation with application of gyro dynamic[J]Applied Mathematics and Nonlinear Sciences20205193108Search in Google Scholar