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Recenzja książki Ellen Peters „Innumeracy In The Wild. Misunderstanding And Misusing Numbers” 艾伦·彼得斯的《疯狂的数字》。误解和误用数字
Q3 Social Sciences Pub Date : 2020-12-15 DOI: 10.7206/DEC.1733-0092.148
Agata Sobków
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引用次数: 27
Gary Stanley Becker. Ekonomia jako sztuka najlepszego wykorzystywania życia 加里·斯坦利·贝克尔。经济是一门充分利用生命的艺术
Q3 Social Sciences Pub Date : 2020-12-15 DOI: 10.7206/DEC.1733-0092.150
A. Domurat, Akademia Leona Koźmińskiego
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引用次数: 0
Show issue Year 12/2012  Volume 2020  Issue 34 Regional Correction of The Flis-Słomczyński-Stolicki Formula: The Case of Turkish Elections 2012年12月展会  2020卷  第34期Flis-Słomczyński Stolicki公式的区域更正:土耳其选举案例
Q3 Social Sciences Pub Date : 2020-12-15 DOI: 10.7206/dec.1733-0092.145
Uğurcan Evci
This paper proposes a correction to the Flis-Słomczyński-Stolicki (2019, 2020) formula for countries with large variation among their districts in terms of political divisions. The Flis-Słomczyński-Stolicki formula (FSS formula) estimates seat allocations under the Jefferson-D’Hondt method by using national vote shares, as well as other parameters that are often readily available. However, the FSS formula does not yield precise estimates in those countries where there are independent candidates, special rights assigned to minority parties, signifi cant variation in district sizes, or an unequal distribution of votes due to ethnic or other regional divisions. Hence, I propose dividing the national distribution of votes into regions that satisfy the assumptions of the FSS formula within their district borders. By applying the FSS formula to regions consisting of historically and politically homogenous districts, I demonstrate that the formula’s estimates become signifi cantly more precise. For instance, by applying the regional correction to the 2018 Turkish Parliamentary elections, as well as other Turkish elections between 2007 and 2015, I show that the formula with the correction in three separate regions improves the Loosemore-Hanby goodness of fi t estimates from 2.1 to 3.41 percentage points (95% CI). Thus, the correction might signifi cantly improve the estimates of the FSS formula in various countries, including Spain, Peru, and Belgium.
本文提出了对Flis-Słomczyński Stolicki(20192020)公式的修正,适用于政治分歧地区差异较大的国家。Flis-Słomczyński Stolicki公式(FSS公式)通过使用国家选票份额以及其他通常可用的参数,根据Jefferson-D’Hondt方法估计席位分配。然而,在那些有独立候选人、少数党享有特殊权利、地区规模显著变化或因种族或其他地区划分而导致选票分配不均的国家,FSS公式并不能给出准确的估计。因此,我建议将全国选票分布划分为在其地区边界内满足FSS公式假设的地区。通过将FSS公式应用于由历史和政治同质地区组成的地区,我证明了该公式的估计变得更加精确。例如,通过将区域修正应用于2018年土耳其议会选举以及2007年至2015年期间的其他土耳其选举,我发现在三个不同区域进行修正的公式将Loosemore Hanby的拟合优度估计值从2.1提高到3.41个百分点(95%置信区间)。因此,修正可能会显著改善包括西班牙、秘鲁和比利时在内的各个国家对FSS公式的估计。
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引用次数: 2
Zdolności numeryczne jako kluczowe zdolności poznawcze w procesie podejmowania decyzji
Q3 Social Sciences Pub Date : 2020-08-01 DOI: 10.7206/DEC.1733-0092.139
Agata Sobków, Jakub Figol, Jakub Traczyk
The goal of the present paper is to review recent theoretical models and empirical studies on the role of numeracy (i.e., cognitive ability in processing numerical information) in decision making under risk and uncertainty. The research conducted in the last decade points that numeracy is the most robust predictor of making good decisions, which predictions are independent of other psychological constructs or cognitive abilities (such as fluid intelligence or cognitive reflection). The pivotal role of numeracy has been described in at least three theoretical models: Fuzzy-Trace Theory, Skilled Decision Theory, and Multiple Numeric Competencies model. Furthermore, the results of numerous research indicate that better decisions made by people with high numeracy are underpinned by various psychological mechanisms of the cognitive, motivational, and affective nature. Findings related to the performance of people with high and low numeracy served to develop both immediate (e.g., visual aids or an experience-based format of risk communication) and long-term (e.g., cognitive training) methods of improving the decision-making process. Based on these decision aids, we can effectively support people with low numeracy in an accurate risk assessment, risk comprehension, and making better decisions
本文的目的是回顾最近关于计算能力(即处理数字信息的认知能力)在风险和不确定性下决策中的作用的理论模型和实证研究。过去十年进行的研究指出,计算能力是做出正确决策最可靠的预测因素,这种预测与其他心理结构或认知能力(如流体智力或认知反射)无关。至少有三个理论模型描述了计算能力的关键作用:模糊追踪理论、熟练决策理论和多重数字能力模型。此外,许多研究结果表明,高计算能力的人做出更好的决策是由认知、动机和情感性质的各种心理机制支撑的。与计算能力高和低的人的表现有关的研究结果有助于开发改善决策过程的即时(例如,视觉辅助或基于经验的风险沟通格式)和长期(例如,认知训练)方法。基于这些决策辅助工具,我们可以有效地支持计算能力差的人进行准确的风险评估、风险理解和做出更好的决策
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引用次数: 2
Gender Differences In Trust, Reactions To Trust Violation, And Trust Restoration 信任的性别差异、对信任违反的反应与信任恢复
Q3 Social Sciences Pub Date : 2020-06-15 DOI: 10.7206//DEC.1733-0092.140
Anna Macko
This study examined the impact of gender on the propensity to trust, responses to the violation of trust and apologies, and the pace of subsequent trust restoration. It was hypothesized that women would respond more positively to an apology but restore their trust at a slower pace than men. Results revealed no gender differences in level of trust immediately after an apology for trust violation, but there was a significant difference in the pace of trust restoration, with women returning to their pre-violation levels of trust later than men as hypothesized. There were also significant gender differences in levels of trust before trust violation and after an apology.
本研究考察了性别对信任倾向的影响,对违反信任和道歉的反应,以及随后信任恢复的速度。据推测,女性会对道歉做出更积极的反应,但恢复信任的速度比男性慢。结果显示,在为违反信任道歉后,立即的信任水平没有性别差异,但信任恢复的速度有显著差异,正如假设的那样,女性比男性更晚恢复到违反信任前的信任水平。在违反信任前和道歉后的信任水平也存在显著的性别差异。
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引用次数: 2
Evangel according to St. Matthew 25 福音根据圣马太福音25
Q3 Social Sciences Pub Date : 2020-06-15 DOI: 10.7206/DEC.1733-0092.143
Grzegorz Lissowski
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引用次数: 0
The robustness of the anchoring effect in valuation tasks 锚定效应在估值任务中的稳健性
Q3 Social Sciences Pub Date : 2020-06-15 DOI: 10.7206//DEC.1733-0092.138
M. Brzozowicz
I examined the robustness of the anchoring effect with respect to the method of valuation, type of anchor and the availability of information about the presented product. In four different laboratory experiments, I elicited consumer willingness to pay (WTP) for cosmetic product manipulating anchoring conditions (low vs. high anchor or no anchor vs. high anchor). I observed that only the market anchor (the real price of a similar product) had an impact on WTP. I also found that the strength of the anchoring effect is lower in incentivised valuation tasks compared to hypothetical anchoring questions (I observed a significant anchoring effect only in experiment with declarative valuations). My findings suggest that the robustness of the anchoring effect is limited.
我检查了锚定效应的鲁棒性,相对于估值的方法,锚的类型和提供的产品信息的可用性。在四个不同的实验室实验中,我引出了消费者对操纵锚定条件的化妆品的支付意愿(WTP)(低锚点vs高锚点,无锚点vs高锚点)。我观察到,只有市场锚点(类似产品的实际价格)对WTP有影响。我还发现,与假设性锚定问题相比,激励性估值任务中的锚定效应强度更低(我仅在陈述性估值实验中观察到显著的锚定效应)。我的发现表明,锚定效应的稳健性是有限的。
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引用次数: 0
Ernst's Fehr profile Ernst误差简介
Q3 Social Sciences Pub Date : 2020-06-15 DOI: 10.7206/DEC.1733-0092.142
M. Krawczyk
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引用次数: 0
The role of need for structure in technical analysis and how identifying information in price movements raises traders’ confidence 结构需求在技术分析中的作用,以及识别价格波动中的信息如何提高交易员的信心
Q3 Social Sciences Pub Date : 2020-06-15 DOI: 10.7206//DEC.1733-0092.141
Łukasz Markiewicz, Marcin Czupryna, E. Kubińska
Technical analysis (TA) is a tool believed to support investor’s investment decisions. Even if research has demonstrated that TA cannot be used to make systematic profits over a long time period, it could potentially bring psychological payoffs to its users in the form of enhancing their confidence. In an experimental study we show that: (1) chartists demonstrate overconfidence in TA usage, believing that they are better than they actually are in TA formation recognition, and that; (2) the act of naming an observed trend as a TA formation brings extra confidence to the chartist, regardless of whether this is a real TA sequence or a random sequence. Thus, both naming an existing TA formation as a TA formation and naming a random sequence as a TA formation result in greater confidence. Also, irrespective of the high popularity of TA among investors, there are marked individual differences in TA followers. In a questionnaire study, we demonstrate that declared positive attitudes toward TA correlate positively with  high need for (cognitive) closure (as measured by the Need for Cognitive Closure Scale; NFCS), specifically, desire for predictability.
技术分析(TA)被认为是一种支持投资者投资决策的工具。即使研究表明TA不能在很长一段时间内用于获得系统性利润,它也可能以增强用户信心的形式给用户带来心理回报。在一项实验研究中,我们发现:(1)图表学家对TA的使用表现出过度自信,认为他们在TA形成识别方面比实际情况要好,并且;(2) 将观察到的趋势命名为TA形成的行为给图表绘制者带来了额外的信心,无论这是真实的TA序列还是随机序列。因此,将现有TA地层命名为TA地层和将随机序列命名为TA岩层都会产生更大的置信度。此外,尽管TA在投资者中很受欢迎,但TA追随者的个体差异显著。在一项问卷研究中,我们证明,对TA的积极态度与对(认知)闭合的高度需求(通过认知闭合需求量表测量),特别是对可预测性的渴望呈正相关。
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引用次数: 0
Kociołek i chochelka: formuła szacowania rozkładu mandatów metodą Jeffersona-D’Hondta 大锅和筷子:用Jefferson-D’Hondt方法估算门票分配的公式
Q3 Social Sciences Pub Date : 2019-12-15 DOI: 10.7206/DEC.1733-0092.129
J. Flis, Wojciech Słomczyński, Dariusz Stolicki
We propose a simple yet new formula for estimating national seat shares and quantifying seat biases in elections employing the Jefferson-D’Hondt (JDH) method for seat allocation. It is based solely on the national vote shares and fi xed parameters of the given electoral system. The proposed formula clarifi es the relationship between seat bias on the one hand, and the number of parties and the number of districts on the other. We demonstrate that the formula provides a good estimate of seat allocations in real-life elections even in the case of minor violations of the underlying assumptions. With that aim in mind, we have tested it for all nine EU countries that employ the JDH method in parliamentary elections. Moreover, we discuss the applications of the formula for modeling the effects of vote swings, coalition formation and breakup, spoiler effects, electoral engineering, artifi cial thresholds and political gerrymandering. By not requiring district-level vote shares, our formula simplifi es electoral simulations using the JDH method.
我们提出了一个简单而新的公式,用于估计国家席位份额和量化选举中的席位偏见,采用杰斐逊- d 'Hondt (JDH)方法进行席位分配。它完全基于国家投票份额和给定选举制度的固定参数。提出的公式一方面澄清了席位偏见与政党数量和地区数量之间的关系。我们证明,即使在轻微违反基本假设的情况下,该公式也能很好地估计实际选举中的席位分配情况。考虑到这一目标,我们已经在所有九个在议会选举中采用JDH方法的欧盟国家中进行了测试。此外,我们还讨论了该公式的应用,以模拟投票波动、联盟形成和分裂、破坏者效应、选举工程、人为阈值和政治上的不公正划分的影响。由于不需要地区级的投票份额,我们的公式使用JDH方法简化了选举模拟。
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