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Financialization, financial assets and productive investment in Latin America: evidence from large public listed companies 1995–2015 拉丁美洲金融化、金融资产和生产性投资:1995-2015年大型上市公司的证据
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-08-07 DOI: 10.1080/01603477.2023.2240761
Nicolas Hernán Zeolla, Juan E. Santarcángelo
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引用次数: 0
Does the Secular Stagnation hypothesis match the data? Evidence from the USA 长期停滞假说与数据相符吗?来自美国的证据
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-08-04 DOI: 10.1080/01603477.2023.2242346
A. Borsato
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引用次数: 3
Editors’ Corner
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-08-01 DOI: 10.1080/01603477.2023.2236533
Published in Journal of Post Keynesian Economics (Vol. 46, No. 3, 2023)
发表于《后凯恩斯主义经济学杂志》2023年第46卷第3期
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引用次数: 0
Public social services and sustainable development: estimating opportunities in the global south 公共社会服务和可持续发展:估计南半球的机会
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-07-03 DOI: 10.1080/01603477.2023.2229302
C. Kerstenetzky, Marcio Alvarenga Junior, Lucas Costa, R. Bielschowsky
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引用次数: 0
Shackle’s analysis of choice under uncertainty: its strengths, weaknesses and potential synergies with rival approaches Shackle对不确定性下选择的分析:其优势、劣势以及与竞争对手方法的潜在协同作用
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-07-03 DOI: 10.1080/01603477.2023.2222705
Peter E. Earl
Abstract This paper offers a constructively critical examination of George Shackle’s theory of expectations and decision-making under uncertainty, a theory that Shackle developed because he questioned the relevance of objective probabilities as foundations for expectations. His theory is cast in terms of degrees of possibility and potential for surprise associated with disbelief that comes from imagining things that could prevent outcomes from eventuating. His idea that there may be ranges of mutually exclusive “perfectly possible” events has posed a problem for blending his thinking with the subjective probability approach, but here it is argued that this idea is flawed. Shackle’s theory of how expectations are deployed in making choices involves a reference-dependent theory of attention that results in focus on best-case and worst-case pairs of outcomes for each scheme. The paper identifies potential synergies with this idea and prospect theory and explores emotion- and satisficing-based perspectives as well as Shackle’s formal analysis of how focus outcomes are used in ranking rival schemes of action.
摘要本文对乔治·沙克尔关于不确定性下的期望与决策的理论进行了建设性的批判性考察,沙克尔之所以提出这一理论,是因为他质疑客观概率作为期望基础的相关性。他的理论是根据可能性的程度和与怀疑有关的潜在惊喜,这种怀疑来自于想象可能阻止结果最终发生的事情。他认为,可能存在一系列相互排斥的“完全可能”事件,这给他的想法与主观概率方法的融合带来了问题,但在这里,有人认为这种想法是有缺陷的。沙克尔关于期望如何在选择中发挥作用的理论涉及到一个依赖于参考的注意理论,该理论导致人们关注每种方案的最佳情况和最坏情况对结果。本文确定了这一观点和前景理论的潜在协同作用,并探索了基于情感和满足的观点,以及沙克尔关于焦点结果如何用于对竞争行动方案进行排名的正式分析。
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引用次数: 1
On Keynes’s probability and uncertainty 论凯恩斯的概率和不确定性
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-07-03 DOI: 10.1080/01603477.2023.2224029
A. Carabelli
Abstract There has been great confusion on Keynes’s notions of probability and uncertainty in recent years. Keynes believes that probability (his logical probability) is the guide of life, i.e., it is having some reasons to believe and to act. So probability is a theory of reasonable partial belief and a logic of non-demonstrative reasoning, upon which decision and action in conditions of limited knowledge, are based. (His) probability is, for Keynes, a positive, constructive, and forward-looking element of life. Limited knowledge is not a bar to decision and action. According to him, (his) probability helps us in almost all ordinary situations of life. This is the main reason why Keynes believes that ignorance and uncertainty are the two most difficult issues to tackle in life and in economics in particular. Both are related to a lack of limited knowledge. Ignorance is a lack of known reasons; Keynes writes we do not know. Keynes’s uncertainty is a much more intriguing concept than mere ignorance. Uncertainty is due to various reasons, one of them is the intrinsic incommensurability of probabilities. So, uncertainty is related to Keynes’s philosophy of measurement, a philosophy that also pervades his complex economics.
近年来,人们对凯恩斯的概率和不确定性概念产生了很大的困惑。凯恩斯认为,概率(他的逻辑概率)是生活的向导,也就是说,它有一些理由去相信和行动。因此,概率论是一种关于合理的部分信念的理论,是一种非论证推理的逻辑,在有限知识的条件下,决策和行动都建立在它的基础上。对凯恩斯来说,(他的)概率是生活中积极的、建设性的和前瞻性的因素。有限的知识不是决定和行动的障碍。根据他的说法,他的概率在生活中几乎所有的普通情况下都能帮助我们。这就是为什么凯恩斯认为无知和不确定性是生活中尤其是经济学中最难解决的两个问题的主要原因。两者都与缺乏有限的知识有关。无知是缺乏已知的理由;凯恩斯写道,我们不知道。凯恩斯的不确定性是一个比无知更有趣的概念。不确定性是由多种原因造成的,其中之一是概率的内在不可通约性。因此,不确定性与凯恩斯的计量哲学有关,这一哲学也渗透在他的复杂经济学中。
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引用次数: 1
Types of uncertainty and probability: some remarks 不确定性和概率的类型:一些评论
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-07-03 DOI: 10.1080/01603477.2023.2222721
David Dequech
Abstract This article comments on Donald Katzner’s “The Problem with Probability.” Professor Katzner criticizes any approach that uses probability to deal with “Knightian uncertainty.” The present article attempts to promote and improve the dialogue between proponents of different approaches to uncertainty and probability, as well as between different proponents of Post Keynesian economics. In this regard, this article highlights (a) the difference between Knightian risk and Savage’s uncertainty, (b) the acceptance into mainstream economics of approaches that go beyond both, (c) the fact that Keynes’s writings of the mid-1930s combined uncertainty with probability and weight in crucial parts of his theory, and (d) some comments on Shackle by authors in the Keynes literature. This article also intends to provide food for thought, hopefully stimulating Professor Katzner and other sympathizers of Shackle’s conception of uncertainty to reconsider the statement or the implication that uncertainty of the strongest type relevant in economic reality is synonymous with complete ignorance about the future.
本文对唐纳德·卡兹纳的《概率问题》作了评述。卡兹纳教授批评了任何用概率来处理“奈特式不确定性”的方法。本文试图促进和改善不确定性和概率的不同方法的支持者之间的对话,以及后凯恩斯主义经济学的不同支持者之间的对话。在这方面,本文强调(a)奈特风险和萨维奇的不确定性之间的区别,(b)主流经济学对超越两者的方法的接受,(c)凯恩斯在20世纪30年代中期的著作中将不确定性与概率和权重结合在他理论的关键部分,以及(d)凯恩斯文献中作者对沙克尔的一些评论。这篇文章也打算提供思考的食粮,希望能刺激卡兹纳教授和其他沙克尔不确定性概念的同情者重新考虑与经济现实相关的最强烈类型的不确定性是对未来完全无知的代名词的说法或暗示。
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引用次数: 1
The problem with probability 概率的问题
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-07-03 DOI: 10.1080/01603477.2023.2222707
Donald W. Katzner
Abstract Knightian uncertainty is the circumstance in which there is not enough information available to quantitatively measure in terms of probability the uncertainty that is present. Economic decision makers usually face that kind of uncertainty when attempting to determine their best route forward into the future. But instead of confronting Knightian uncertainty head on, economists generally have assumed it away by opting instead to employ what Knight called risk as measured by probability. But there are serious questions about whether probability has the capacity to coral in a meaningful way the uncertainty many decision makers actually face, and whether its use in models of decision making provides an appropriately relevant and realistic explanation of what is going on. This paper argues that it does not by examining the meaning of the probability concept as it relates to the true uncertain environment the decision maker faces. It also suggests that the alternative measure of surprise introduced by Shackle not only returns such analyses to the more realistic realm of Knightian uncertainty, but is also a workable and suitable replacement for probability in explanations of decision making that need to account for the unpredictability of the future.
摘要:奈特不确定性是指没有足够的信息可用来以概率的方式定量测量存在的不确定性。经济决策者在试图确定通往未来的最佳路线时,通常会面临这种不确定性。但是,经济学家们并没有正面面对奈特式的不确定性,而是选择采用奈特所谓的以概率来衡量风险的方法,将其假设掉。但是,关于概率是否有能力以一种有意义的方式掩盖许多决策者实际面临的不确定性,以及它在决策模型中的应用是否为正在发生的事情提供了适当的相关和现实的解释,这些都是严重的问题。本文认为,它不是通过检查概率概念的含义,因为它关系到决策者所面临的真正的不确定环境。它还表明,沙克尔引入的另一种度量惊喜的方法不仅将这种分析回归到更现实的奈特不确定性领域,而且在解释需要考虑未来不可预测性的决策时,也是一种可行的、合适的替代概率的方法。
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引用次数: 3
The problem(s) with representing decision processes under uncertainty 不确定性下的决策过程表示问题
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-07-03 DOI: 10.1080/01603477.2023.2222711
G. Skillman, Roberto Veneziani
Abstract Underscoring the economic significance of the Knightian distinction between risk and uncertainty, Don Katzner forcefully challenges the continued dominance of the expected utility model based on subjective probability in macroeconomic analysis and offers in its place a simple yet elegant model of decision making inspired by the pioneering work of G.L.S. Shackle. In doing so, Katzner lends support to a research program to identify a more coherent and empirically grounded theory of decision making under uncertainty. Our paper makes three contributions to this program. First, we argue that the appropriate choice of a model of individual behavior under uncertainty cannot be adjudicated merely on logical, a priori grounds, but must ultimately be based on consistency with observed behavior. There are many internally consistent models and their external conditions of validity hardly ever rely on inconceivable scenarios. Second, while Katzner’s model certainly provides a plausible foundation for understanding choice under uncertainty, we suggest that it is somewhat underdetermined. It requires further theoretical articulation to yield testable predictions which differentiate it from competing approaches. Third, we discuss recent experimental findings that may need to be addressed by any satisfactory theoretical account of decision making under uncertainty.
唐·卡茨纳强调了奈特式风险与不确定性区分的经济意义,他有力地挑战了基于主观概率的预期实用新型在宏观经济分析中的持续主导地位,并在G.L.S.沙克尔的开创性工作的启发下,提出了一个简单而优雅的决策模型。在此过程中,Katzner为一个研究项目提供了支持,该项目旨在确定不确定性下决策制定的更连贯、更有经验基础的理论。我们的论文对这个项目有三个贡献。首先,我们认为,不确定性下个人行为模型的适当选择不能仅仅根据逻辑、先验的理由来裁决,而必须最终基于与观察到的行为的一致性。有许多内部一致的模型,其有效性的外部条件几乎不依赖于不可想象的情景。其次,虽然卡兹纳的模型确实为理解不确定性下的选择提供了一个合理的基础,但我们认为它在某种程度上是不确定的。它需要进一步的理论阐述,以产生可测试的预测,从而将其与竞争方法区分开来。第三,我们讨论了最近的实验发现,这些发现可能需要通过不确定性下决策的任何令人满意的理论解释来解决。
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引用次数: 1
The problem with probability: comment 概率的问题:评论
IF 1 3区 经济学 Q4 ECONOMICS Pub Date : 2023-07-03 DOI: 10.1080/01603477.2023.2222737
Andres F. Cantillo
Abstract The article with the title “The Problem With Probability” suggests an interesting connection between Knightian uncertainty and Shackle’s Potential Surprise Function. The paper offers additional support to the formal analysis of uncertainty proper. Nevertheless, it suffers from insufficiencies in the definitions and classifications related to the concept of probability and time. Readers can complement it with Shackle’s assessment of probability and with Cantillo’s analysis of the Potential Surprise Function as a language whose main function is to serve as a means for engendering the future.
摘要文章《概率问题》提出了奈特不确定性与沙克尔潜在惊奇函数之间的有趣联系。本文为不确定度的形式化分析提供了额外的支持。然而,它在与概率和时间概念有关的定义和分类方面存在不足。读者可以用Shackle对概率的评估和Cantillo对潜在惊喜函数的分析来补充它,作为一种主要功能是作为产生未来的手段的语言。
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引用次数: 1
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Journal of Post Keynesian Economics
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