通过熵最大化推断比较优势

IF 2.6 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
Matteo Bruno, Dario Mazzilli, Aurelio Patelli, Tiziano Squartini, Fabio Saracco
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引用次数: 0

摘要

我们修改了巴拉萨提出的推断比较优势的程序,这是经济学分析(国家、地区等)专业化的标准工具。巴拉萨的方法是将一国特定产品的出口量与基于国家总量和产品流量的基准预期值进行比较。根据文献中的结果,我们发现,实施巴拉萨的想法会导致参数估计条件与模型本身的信息内容相冲突。此外,Balassa 的方法没有进行任何统计验证。因此,我们基于熵最大化的框架,提出了另一种克服这种局限性的方法,并实施了适当的假设检验:现在,一个国家的 "关键产品 "是指在与巴拉萨方法相同的信息量约束下的无效模型中,产量明显大于预期的产品。我们发现,无论验证程序多么严格,国家多样化始终存在。此外,国家适合度的排序只受到分析中采用的验证方案细节的部分影响,而巨大的差异则会影响产品复杂性的排序。本文采用的基于熵的过滤程序的实施例程可通过官方 Python 软件包索引 PyPI 免费获取。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Inferring comparative advantage via entropy maximization
We revise the procedure proposed by Balassa to infer comparative advantage, which is a standard tool in Economics to analyze specialization (of countries, regions, etc). Balassa’s approach compares a country’s export of a given product with what would be expected from a benchmark based on the total volumes of countries and product flows. Based on results in the literature, we show that implementing Balassa’s idea leads to conditions for estimating parameters conflicting with the information content of the model itself. Moreover, Balassa’s approach does not implement any statistical validation. Hence, we propose an alternative procedure to overcome such a limitation, based upon the framework of entropy maximization and implementing a proper test of hypothesis: the ‘key products’ of a country are, now, the ones whose production is significantly larger than expected, under a null-model constraining the same amount of information defining Balassa’s approach. What we found is that country diversification is always observed, regardless of the strictness of the validation procedure. Besides, the ranking of countries’ fitnesses is only partially affected by the details of the validation scheme employed for the analysis while large differences are found to affect the rankings of product complexities. The routine for implementing the entropy-based filtering procedures employed here is freely available through the official Python Package Index PyPI.
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来源期刊
Journal of Physics Complexity
Journal of Physics Complexity Computer Science-Information Systems
CiteScore
4.30
自引率
11.10%
发文量
45
审稿时长
14 weeks
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