[1] |
Maaouane, M.; Zouggar, S.; Krajačić, G.; Zahboune, H., Modelling industry energy demand using multiple linear regression analysis based on consumed quantity of goods, Energy, 225, 120270 (2021) |
[2] |
Tang, S.; Li, T.; Guo, Y.; Zhu, R.; Qu, H., Correction of various environmental influences on Doppler wind lidar based on multiple linear regression model, Renew. Energy, 184, 933-947 (2022) |
[3] |
Revuelta, I.; Santos-Arteaga, F. J.; Montagud-Marrahi, E., A hybrid data envelopment analysis—artificial neural network prediction model for COVID-19 severity in transplant recipients, Artif. Intell. Rev., 54, 6, 4653-4684 (2021) |
[4] |
Ma, X.; Xie, M.; Suykens, J. A.K., A novel neural grey system model with Bayesian regularization and its applications, Neurocomputing, 456, 61-75 (2021) |
[5] |
Saxena, A., Grey forecasting models based on internal optimization for novel corona virus (COVID-19), Appl. Soft Comput., 111, 107735 (2021) |
[6] |
Liu, L.; Wu, L., Forecasting the renewable energy consumption of the european countries by an adjacent non-homogeneous grey model, Appl. Math. Model., 89, 5, 1932-1948 (2021) · Zbl 1481.91130 |
[7] |
Du, G.; Zhang, J.; Luo, Z.; Ma, F.; Ma, L.; Li, S., Joint imbalanced classification and feature selection for hospital readmissions, Knowl. Based Syst., 200, 106020 (2020) |
[8] |
Javed, S. A.; Cudjoe, D., A novel grey forecasting of greenhouse gas emissions from four industries of China and India, Sustain. Prod. Consumption, 29, 777-790 (2022) |
[9] |
Khan, A. M.; Osińska, M., How to predict energy consumption in BRICS countries?, Energies, 14, 10, 2749 (2021) |
[10] |
Zeng, B.; Tong, M.; Ma, X., A new-structure grey Verhulst model: development and performance comparison, Appl. Math. Model., 81, 522-537 (2020) · Zbl 1481.62074 |
[11] |
Ma, X.; Xie, M.; Wu, W.; Zeng, B.; Wang, Y.; Wu, X., The novel fractional discrete multivariate grey system model and its applications, Appl. Math. Model., 70, 402-424 (2019) · Zbl 1464.62389 |
[12] |
Wei, B.; Xie, N., On unified framework for discrete-time grey models: extensions and applications, ISA Trans., 107, 1-11 (2020) |
[13] |
Xia, M.; Wong, W. K., A seasonal discrete grey forecasting model for fashion retailing, Knowl. Based Syst., 57, 119-126 (2014) |
[14] |
1000-6788(2014)07-1822-06 |
[15] |
Xie, N.-M.; Liu, S.-F.; Yang, Y.-J.; Yuan, C.-Q., On novel grey forecasting model based on non-homogeneous index sequence, Appl. Math. Model., 37, 7, 5059-5068 (2013) · Zbl 1426.62280 |
[16] |
Liu, S.; Liu, C.; Pang, H.; Feng, T.; Dong, Z., Forecasting China’s per capita living energy consumption by employing a novel DGM \((1, 1, t^\alpha )\) model with fractional order accumulation, Math. Probl. Eng., 2021, 1-12 (2021) |
[17] |
Luo, D.; Wei, B., A unified treatment approach for a class of discrete grey forecasting models and its application, Syst. Eng.-Theory Pract., 39, 451-462 (2019) |
[18] |
Liu, C.; Wu, W.-Z.; Xie, W., Study of the generalized discrete grey polynomial model based on the quantum genetic algorithm, J. Supercomput., 77, 10, 11288-11309 (2021) |
[19] |
Wu, L.-F.; Liu, S.-F.; Cui, W.; Liu, D.-L.; Yao, T.-X., Non-homogenous discrete grey model with fractional-order accumulation, Neural Comput. Appl., 25, 5, 1215-1221 (2014) |
[20] |
Liu, C.; Xie, W.; Wu, W.-Z.; Zhu, H., Predicting chinese total retail sales of consumer goods by employing an extended discrete grey polynomial model, Eng. Appl. Artif. Intell., 102, 104261 (2021) |
[21] |
Gao, P.; Zhan, J.; Liu, J., Fractional-order accumulative linear time-varying parameters discrete grey forecasting model, Math. Probl. Eng., 2019, 1-11 (2019) · Zbl 1435.93006 |
[22] |
Wu, L.; Zhao, H., Discrete grey model with the weighted accumulation, Soft Comput., 23, 23, 12873-12881 (2019) · Zbl 1436.62451 |
[23] |
Liu, X.; Zhu, J.; Zou, K., The development trend of China’s aging population: a forecast perspective, Complex Intell. Syst. (2022) |
[24] |
Chen, Y.; Lifeng, W.; Lianyi, L.; Kai, Z., Fractional hausdorff grey model and its properties, Chaos Solitons Fractals, 138, 109915 (2020) · Zbl 1490.62287 |
[25] |
Liu, L.; Chen, Y.; Wu, L., The damping accumulated grey model and its application, Commun. Nonlinear Sci. Numer. Simul., 95, 105665 (2021) · Zbl 1457.62269 |
[26] |
Liu, S.; Lin, Y., Grey Information: Theory and Practical Applications (2006), Springer · Zbl 1122.93059 |
[27] |
Dai, H., The Theory on Matrix (2001), Science Press: Science Press Beijing |
[28] |
Li, W.; Tong, D., Numerical Calculation Method (2009), China University of Petroleum Press |
[29] |
Barnett, N. S.; Dragomir, S. S., An additive reverse of the Cauchy-Bunyakovsky-Schwarz integral inequality, Appl. Math. Lett., 21, 4, 388-393 (2008) · Zbl 1133.26305 |
[30] |
Qu, W., Combinatorial Mathematics (1989), Peking University press: Peking University press Beijing |
[31] |
Wu, L.; Zhang, Z., Grey multivariable convolution model with new information priority accumulation, Appl. Math. Model., 62, 595-604 (2018) · Zbl 1462.62558 |
[32] |
Ma, X.; Wu, W.; Zeng, B.; Wang, Y.; Wu, X., The conformable fractional grey system model, ISA Trans., 96, 255-271 (2020) |
[33] |
Wu, W.; Ma, X.; Zhang, Y.; Li, W.; Wang, Y., A novel conformable fractional non-homogeneous grey model for forecasting carbon dioxide emissions of BRICS countries, Sci. Total Environ., 707, 135447 (2020) |
[34] |
Liu, C.; Lao, T.; Wu, W.-Z.; Xie, W.; Zhu, H., An optimized nonlinear grey bernoulli prediction model and its application in natural gas production, Expert Syst. Appl., 194, 116448 (2022) |
[35] |
Faramarzi, A.; Heidarinejad, M.; Stephens, B.; Mirjalili, S., Equilibrium optimizer: a novel optimization algorithm, Knowl. Based Syst., 191, 105190 (2020) |