Analysis and Forecasting Research on Supply and Demand Relationship of Smart Elderly Care Based on Random Forest and ARIMA Models

Authors

  • Ziqi Sun
  • Yuxin Shen
  • Ziyi Guo

DOI:

https://doi.org/10.54097/7nrzfy35

Keywords:

Smart Ageing; Random Forest Method, ARIMA Prediction Model; Lorenz Curve; Gini Coefficient.

Abstract

With the aging of the population, the demand for elderly care services is increasing, and the contradiction between supply and demand is becoming more and more prominent. Under the background of big data and artificial intelligence, intelligent aging has become a trend for future development. Taking the six urban areas in the centre of Tianjin as an example, this paper explores the influencing factors and future development trend of intelligent aging development, and explores effective countermeasures to cope with the aging problem. This paper adopts the relevant data of the whole country and Tianjin from 2015 to 2023, constructs the indicator system affecting the development of smart old-age care, and analyses the influencing factors by using the entropy value method evaluation model. It is found that the main factors restricting the development of smart old-age care focus on the two aspects of residents' life and old-age care services, especially the number of nursing home beds and per capita disposable income of residents. Based on this, this paper establishes a supply relationship model based on the Lorenz curve and the Gini coefficient to analyse the supply and demand relationship of senior care facilities in Tianjin, revealing problems such as the oversupply of facilities, unbalanced distribution, and insufficient matching demand for different levels of senior care institutions. Further, this paper identifies the key factors affecting the changes in the number of nursing home beds through the random forest method, and constructs an ARIMA prediction model to predict the future demand for beds in six urban areas of Tianjin to alleviate the contradiction between supply and demand. The model construction in this study provides theoretical support for promoting the development of intelligent elderly care.

Downloads

Download data is not yet available.

References

[1] Wang Xuejie, Du Wenjuan. Literature review of smart aging research[J]. Aging Research, 2024, 11(3): 689-696.

[2] ZHANG Huayu, MIAO Yudong, QU Xiaoyuan, et al. A study on the equity of resource allocation of general practitioners in China based on Lorenz curve and Gini coefficient[J]. China General Practice Medicine, 2020,23(04):409-413.

[3] Demiris G;; Hensel B K. Technologies for an aging society: a systematic review of "smart home" applications. [J].Yearbook of medical informatics,2008:33-40.

[4] S.Mahmoud, Baker P C, et al. Mobile Health: the Power of Wearables, Sensors, and Apps toTransform Clinical Trials[J]. Sciences, 2016,1375(1):3-18.

[5] Chen Jing. Research on urban home-based intelligent ageing in the context of ageing[J]. Science and Technology Wind, 2023(33): 162-164.

[6] Liu Yibo, Wang Ruotong. Research on the Content of China's Smart Elderly Policy from the Perspective of Policy Instruments--Analysis Based on the Policy Texts at the Central Level[J]. Administration and Law, 2024, (05): 43-58.

[7] YANG Zhan, HU Xiao, CHEN Rao, et al. Research on the equity of primary healthcare resource allocation in China[J]. China Health Resources,2017,20(02): 106-109+122.

[8] WAN Lijun, WANG Lin, LIU Zongbo. Current status of domestic and international smart aging platform[J]. Chinese Journal of Gerontology, 2020, 40(5).

[9] Brandon W, Kelly C. Using autoregressive integrated moving average models for time series analysis of observational data. [J]. BMJ (Clinical research ed.), 2023,383p2739-p2739.

[10] Jia Xiaomin. Research on the Measurement of Supply and Demand and Influencing Factors of Elderly Service Organisations in China[D]. Shanxi University of Finance and Economics, 2023.

Downloads

Published

31-03-2025