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Mitigating the multicollinearity problem and its machine learning approach: a review
Technologies have driven big data collection across many fields, such as genomics and
business intelligence. This results in a significant increase in variables and data points …
business intelligence. This results in a significant increase in variables and data points …
Evolutionary polynomial regression improved by regularization methods
Y Li, M Li, L Zhang - PLoS One, 2023 - journals.plos.org
Evolutionary polynomial regression (EPR) is a data mining tool that has been widely used in
solving various geotechnical engineering problems. The fitness function is the core of EPR …
solving various geotechnical engineering problems. The fitness function is the core of EPR …
[HTML][HTML] Chicken swarm-based feature subset selection with optimal machine learning enabled data mining approach
Data mining (DM) involves the process of identifying patterns, correlation, and anomalies
existing in massive datasets. The applicability of DM includes several areas such as …
existing in massive datasets. The applicability of DM includes several areas such as …
Comparison of SVMR and PLSR for ATR-IR data treatment: Application to AQC of mAbs in clinical solutions
Abstract Attenuated Total Reflectance Infrared spectroscopy (ATR-IR) enables rapid,
preparation-free and cost-effective analysis of many clinically relevant samples. For …
preparation-free and cost-effective analysis of many clinically relevant samples. For …
On solving a revised model of the nonnegative matrix factorization problem by the modified adaptive versions of the Dai–Liao method
We suggest a revised form of a classic measure function to be employed in the optimization
model of the nonnegative matrix factorization problem. More exactly, using sparse matrix …
model of the nonnegative matrix factorization problem. More exactly, using sparse matrix …
Generalized support vector regression and symmetry functional regression approaches to model the high-dimensional data
The analysis of the high-dimensional dataset when the number of explanatory variables is
greater than the observations using classical regression approaches is not applicable and …
greater than the observations using classical regression approaches is not applicable and …
Penalized least squares optimization problem for high-dimensional data
M Roozbeh, M Maanavi… - International Journal of …, 2023 - ijnaa.semnan.ac.ir
In many applications, indexing of high-dimensional data has become increasingly important.
High-dimensional data is characterized by multiple dimensions. There can be thousands, if …
High-dimensional data is characterized by multiple dimensions. There can be thousands, if …
Efficient Matrix Decomposition for High-Dimensional Structured Systems: Theory and Applications
R Katende - arxiv preprint arxiv:2409.06321, 2024 - arxiv.org
In this paper, we introduce a novel matrix decomposition method, referred to as the\(D\)-
decomposition, designed to improve computational efficiency and stability for solving high …
decomposition, designed to improve computational efficiency and stability for solving high …
Solving an Augmented Nonnegative Matrix Factorization Model by Modified Scaled Nonmonotone Memoryless BFGS Methods Devised Based on the Ellipsoid Vector …
We suggest a modified version of the nonnegative matrix factorization problem, adding
penalty terms to the model with the aim of taking control of the condition number of the …
penalty terms to the model with the aim of taking control of the condition number of the …
Development of Two Methods for Estimating High-Dimensional Data in the Case of Multicollinearity and Outliers
AA El-Sheikh, MC Ali, MR Abonazel - International Journal of …, 2024 - etamaths.com
High-dimensional problems involve datasets or models characterized by a substantial
number of variables or parameters prevalent across various domains such as statistics …
number of variables or parameters prevalent across various domains such as statistics …