摘要
近年来,一线城市的房价问题以其居高不下的势头引起了人们的广泛关注,政府也出台了一系列的调控措施进行应对。本文选取2002~2018年深圳市商品房平均销售价格的历史数据,建立灰色GM(1,1)模型,运用常微分方程求解和邓聚龙求解两种算法进行预测分析。结论为常微分方程求解预测效果更好。
In recent years, the housing price problem in first-tier cities has attracted widespread attention due to its momentum. The government has also issued a series of regulatory measures to deal with it. This article selects the historical data of the average sales price of commercial housing in Shenzhen from 2002 to 2018, establishes a GM (1,1) model, and uses ordinary differential equations and Deng Julong’s solving algorithm for prediction and analysis. The conclusion drawn is that ordinary differential equations are better for prediction.
出处
《应用数学进展》
2020年第6期825-830,共6页
Advances in Applied Mathematics