基于聚类分析的投资吸引力研究

D. Qi, V. Bure
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引用次数: 0

摘要

各国或各地区经济的持续发展导致全球市场竞争加剧,导致投资者和熟练劳动力集中在具有高度投资吸引力的地区。一个国家或地区的投资吸引力是由其投资潜力和风险决定的,而投资潜力和风险是多种重要因素共同作用的结果。本文试图建立一个计量经济模型来估计特定地区的固定资本投资额,考虑到观察结果之间的线性关系,以确定实现稳定和高速经济增长所必需的主要条件。这些条件包括加速投资活动和实施重大的国家改革,以确保投资过程的有效性。为了评估所研究的金融经济指标对投资量的总体影响,本研究采用多元回归分析作为主要的数学工具。此外,还对观测值的秩进行了假设。为了验证这一假设,进行了聚类分析,根据其结果,根据投资量或该地区的地理特征,将观察结果分为四类。
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Research of investment attractiveness based on cluster analysis
The continued economic development of various countries or regions has resulted in increased competition in global markets, leading to a concentration of investors and skilled labour in locations with high investment attractiveness. The investment attractiveness of a given country or region is determined by its investment potential and risk, which are characterized by a combination of various significant factors.This paper seeks to develop an econometric model to estimate the amount of investment in fixed capital in a specific region, taking into consideration the linear relationship between the observed results, in order to determine the main conditions that are necessary for achieving stable and high economic growth. These conditions include the acceleration of investment activity and the implementation of major national reforms to ensure the effectiveness of the investment process. To assess the overall influence of the financial and economic indicators studied on the volume of investment, multiple regression analysis was utilized as the primary mathematical tool of the study. Furthermore, assumptions were made regarding the rank of the observations. To validate this hypothesis, a cluster analysis was conducted, grouping the observations into four clusters based on their results, depending on the volume of investment or the geographical characteristics of the region.
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来源期刊
CiteScore
1.30
自引率
50.00%
发文量
10
期刊介绍: The journal is the prime outlet for the findings of scientists from the Faculty of applied mathematics and control processes of St. Petersburg State University. It publishes original contributions in all areas of applied mathematics, computer science and control. Vestnik St. Petersburg University: Applied Mathematics. Computer Science. Control Processes features articles that cover the major areas of applied mathematics, computer science and control.
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