Ridge regression-based modeling for assessing the extent of response to biological invasions
DOI:
https://doi.org/10.54097/p5gqwy29Keywords:
Biological Invasion, Ridge Regression, Correlation, Assessment Modeling, Influencing Factors.Abstract
This study aims to construct a ridge regression-based model for assessing the threat level of biological invasion security. By comprehensively collecting data from economic, medical, scientific research, social and ecological domains and combining correlations, key factors closely related to the threat of biological invasion security are filtered out. Compared with linear regression, ridge regression can effectively solve the problem of covariance in the data, prevent the model from overfitting, and improve the stability and generalization ability of the model through the regularization term. The innovation is that this paper is the first time to apply the ridge regression technique to the assessment of biological invasion security threat, which fills the research gap in this field. Pearson correlation was used in the study, and several factors such as nominal GDP, total population, average annual temperature, energy conservation and environmental protection expenditures, and scientific research output were screened as independent variables, and the quantitative relationship with the number of biological invasive species species and invasion was constructed by using the ridge regression model. Through the validation of the model and data testing, the results show that the model is able to accurately assess the situation of different regions in response to biological invasions, providing a scientific basis for the development of targeted prevention strategies. In addition, another innovation of this study is the comprehensive consideration of economic, ecological, scientific research and other factors from the degree to ensure that the model can accurately reflect the multiple influencing factors of biological invasions, which provides an important reference for policy making and risk management in related fields.
Downloads
References
[1] Maliwan T, Do T T Q, Nguyen M C, et al. Exploring the co-occurrence of microplastics, DOM and DBPs inside PVC pipes undergoing chlorination by correlation analysis and unsupervised learning [J]. Chemosphere, 2025, 373144171-144171.
[2] Rahman H, Anggadiredja K, Sasongko L. Mechanisms of oral ciprofloxacin-induced depressive-like behavior and the potential benefit of lactulose: A correlation analysis [J]. Toxicology Reports, 2025, 14101920-101920.
[3] Liu D, Ma X, Li X, et al. Correlation study between the microstructural abnormalities of medial prefrontal cortex and white matter hyperintensities with mild cognitive impairment patients: A diffusion kurtosis imaging study [J]. Psychiatry Research: Neuroimaging, 2025, 348111958-111958.
[4] Ren Y, Qi F, Li J, et al. Expression and correlation analysis of VISTA in peripheral blood mononuclear cells of myasthenia gravis patients [J]. International Immunopharmacology, 2025, 148114096-114096.
[5] Zhang S, Ma Y, Ren X, et al. Combined Lactobacillus plantarum fermentation and heat-moisture treatment: Correlation analysis of physicochemical properties of rice flour and quality of rice noodles [J]. International Journal of Gastronomy and Food Science, 2025, 39101120-101120.
[6] Li J, Cui X, Yang J. Multi-scale correlation analysis between geometric parameters and solar radiation in high density urban environment——Case study in Nanjing [J]. Frontiers of Architectural Research, 2025, 14(1): 248-266.
[7] Dai D, Javed F, Karlsson P, et al. Nonlinear forecasting with many predictors using mixed data sampling kernel ridge regression models [J]. Annals of Operations Research, 2025, (prepublish): 1-20.
[8] Amin M, Amanullah M, Aslam M, et al. Influence diagnostics in gamma ridge regression model [J]. Journal of Statistical Computation and Simulation, 2019, 89 (3): 536-556.
[9] Aamir S, Muhammad A, Walid E, et al. New ridge parameter estimators for the quasi-Poisson ridge regression model [J]. Scientific Reports, 2024, 14(1): 8489-8489.
[10] Muhammad S, Sohail C, Golam M B K. Quantile based estimation of biasing parameters in ridge regression model [J]. Communications in Statistics - Simulation and Computation, 2019, 1-13.
[11] Renlong H, Qingshan L, Guiyu X, et al. Correcting MODIS aerosol optical depth products using a ridge regression model [J]. International Journal of Remote Sensing, 2018, 39 (10): 3275-3286.
[12] Yuting L, Zhiyao S, Ruijie L, et al. A hybrid mechanism and ridge regression model to separate the effects of advection and resuspension on suspended sediment concentration [J]. Ecological Indicators, 2023, 156.
Downloads
Published
Issue
Section
License
Copyright (c) 2025 Highlights in Science, Engineering and Technology

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.







