Advances in Psychological Science ›› 2024, Vol. 32 ›› Issue (12): 1980-1989.doi: 10.3724/SP.J.1042.2024.01980
• Conceptual Framework • Previous Articles Next Articles
CHEN Zhiqin1, MA Jiatao1, ZHANG Xueting2
Received:
2023-12-21
Online:
2024-12-15
Published:
2024-09-24
CLC Number:
CHEN Zhiqin, MA Jiatao, ZHANG Xueting. The loss outweighs the gain: Myopic risk ignorance in sequential decision making[J]. Advances in Psychological Science, 2024, 32(12): 1980-1989.
[1] 顾婧, 曾璐璇, 李雯欣, 徐泽水.(2021). 一类序贯决策方法的提出: 透镜与直觉模糊信息的视角. [2] 江程铭, 董华华, 张文秀, 胡凤培. (2014). 风险投资中的短视效应及理论解释. [3] 沈丝楚, 希喜格, 丁阳, 马家涛, 杨舒雯, 匡仪, .. 李纾. (2023). 跨期选择的变易程度正向预测中华文化圈国民的自评扛疫成效: 亚非欧美大洋洲18国跨国研究. [4] 沈丝楚, 王耀民, 张寒冰, 马家涛. (2023). 折扣还是权衡: 混合得失双结果跨期决策的理论探索. [5] 杨钧, 苑小丰. (2015). 冲突条件下最优行动策略选择分析——基于序贯决策博弈方法. [6] Acuña, D. E., & Schrater, P. (2010). Structure learning in human sequential decision-making. [7] Alagoz O., Hsu H., Schaefer A. J., & Roberts M. S. (2010). Markov decision processes: A tool for sequential decision making under uncertainty. [8] Andersen S., Harrison G. W., Lau M. I., & Rutström E. E. (2008). Risk aversion in game shows. In Cox, J. C.& Harrison, G. W.(Eds.), [9] Anderson, N. H. (1965). Primacy effects in personality impression formation using a generalized order effect paradigm. [10] Baddeley, A. D., & Hitch, G. (1993). The recency effect: Implicit learning with explicit retrieval? [11] Baird, J. E., & Zelin II, R. C. (2000). The effects of information ordering on investor perceptions: An experiment utilizing presidents’ letters. [12] Benartzi, S., & Thaler, R. H. (1995). Myopic loss aversion and the equity premium puzzle. [13] Bostyn D. H.,& Roets, A.(2022). Sequential decision- making impacts moral judgment: How iterative dilemmas can expand our perspective on sacrificial harm. [14] Busemeyer J. R.,& Pleskac, T. J.(2009). Theoretical tools for understanding and aiding dynamic decision making. [15] Chang S., Kim C. -Y., & Cho Y. S. (2017). Sequential effects in preference decision: Prior preference assimilates current preference. [16] Chen Z.,& John, R. S.(2018). Foresight, risk attitude, and utility maximization in naturalistic sequential high-stakes decision making. [17] Chen, Z., & John, R. S. (2021). Decision heuristics and descriptive choice models for sequential high-stakes risky choices in the deal or no deal game. [18] Croson, R., & Sundali, J. (2005). The gambler’s fallacy and the hot hand: Empirical data from casinos. [19] Deserno L., Huys Q. J. M., Boehme R., Buchert R., Heinze H. -J., Grace A. A., … Schlagenhauf F. (2015). Ventral striatal dopamine reflects behavioral and neural signatures of model-based control during sequential decision making. [20] Dillenberger D.,& Rozen, K.(2015). History-dependent risk attitude. [21] Figner B., Mackinlay R. J., Wilkening F., & Weber E. U. (2009). Affective and deliberative processes in risky choice: Age differences in risk taking in the Columbia Card Task. [22] Frederick S., Loewenstein G. F., & O’donoghue T. (2002). Time discounting and time preference: A critical review. [23] Frey V.,& Van De Rijt, A.(2021). Social influence undermines the wisdom of the crowd in sequential decision making. [24] Friedel E., Koch S. P., Wendt J., Heinz A., Deserno L.,& Schlagenhauf, F.(2014). Devaluation and sequential decisions: Linking goal-directed and model-based behavior. [25] Gershman S. J., Markman A. B., & Otto A. R. (2014). Retrospective revaluation in sequential decision making: A tale of two systems. [26] Gilovich T., Vallone R., & Tversky A. (1985). The hot hand in basketball: On the misperception of random sequences. [27] Goldstein D. G.,McAfee, R. P., Suri, S., & Wright, J. R.(2020). Learning when to stop searching. [28] Goodwill, A. M. (2014). Where to next? Importance of directional considerations in offender geo-spatial sequential decision making. [29] Haisley E., Mostafa R., & Loewenstein G. (2008). Myopic risk-seeking: The impact of narrow decision bracketing on lottery play. [30] Hardisty D. J.,& Pfeffer, J.(2017). Intertemporal uncertainty avoidance: When the future is uncertain, people prefer the present, and when the present is uncertain, people prefer the future. [31] Hausman, W. H. (1969). Sequential decision problems: A model to exploit existing forecasters. [32] Herrnstein, R. J. (1991). Experiments on stable suboptimality in individual behavior. [33] Herrnstein, R. J., & Prelec, D. (1991). Melioration: A theory of distributed choice. [34] Hoelzl E.,& Loewenstein, G.(2005). Wearing out your shoes to prevent someone else from stepping into them: Anticipated regret and social takeover in sequential decisions. [35] Hong N., Cornacchio D., Pettit J. W., & Comer J. S. (2019). Coal-mine canaries in clinical psychology: Getting better at identifying early signals of treatment nonresponse. [36] Isarida, T., & Isarida, T. K. (2006). Influences of environmental context on the recency effect in free recall. [37] Jiang F., Jack Lee J., & Müller P. (2013). A Bayesian decision-theoretic sequential response-adaptive randomization design. [38] Johnson E. J., Haubl G., & Keinan A. (2007). Aspects of endowment: A query theory of value construction. [39] Keren G.,& Roelofsma, P.(1995). Immediacy and certainty in intertemporal choice. [40] Korn, C. W., & Bach, D. R. (2018). Heuristic and optimal policy computations in the human brain during sequential decision-making. [41] Langer T.,& Weber, M.(2005). Myopic prospect theory vs. myopic loss aversion: How general is the phenomenon? [42] Lejuez C. W., Richards J. B., Read J. P., Kahler C. W., Ramsey S. E., Stuart G. L., Strong D. R., & Brown R. A. (2002). Evaluation of a behavioral measure of risk taking: The balloon analogue risk task (BART). [43] Link, D., & Raab, M. (2021). Experts use base rates in real-world sequential decisions. [44] Lisi M., Mongillo G., Milne G., Dekker T., & Gorea A. (2021). Discrete confidence levels revealed by sequential decisions. [45] Long, M. L. W., & Campbell, A. (2015). Female mate choice: A comparison between accept-the-best and reject-the- worst strategies in sequential decision making. [46] Luckman A., Donkin C., & Newell B. R. (2020). An evaluation and comparison of models of risky intertemporal choice. [47] Ma J. T., Wang L., Chen L. N., He Q., Sun Q. Z., Sun H. Y., & Jiang C. M. (2021). Comparing mixed intertemporal tradeoffs with pure gains or pure losses. [48] Mann R. P.(2021). Optimal use of simplified social information in sequential decision-making. [49] Meyer, R. J., & Shi, Y. (1995). Sequential choice under ambiguity: Intuitive solutions to the armed-bandit problem. [50] Mohammadi Sepahvand N., Stöttinger E., Danckert J., & Anderson B. (2014). Sequential decisions: A computational comparison of observational and reinforcement accounts. [51] Nahari, G., & Ben-Shakhar, G. (2013). Primacy effect in credibility judgements: The vulnerability of verbal cues to biased interpretations. [52] Nguyen K. P., Josić K.,& Kilpatrick, Z. P.(2019). Optimizing sequential decisions in the drift-diffusion model. [53] Pleskac, T. J. (2008). Decision making and learning while taking sequential risks. [54] Post T., van den Assem, M. J., Baltussen G., & Thaler R. H. (2008). Deal or no deal? Decision making under risk in a large-payoff game show. [55] Rao, L. L., & Li, S. (2011). New paradoxes in intertemporal choice. [56] Read D., Loewenstein G. F., & Rabin M. (1999). Choice bracketing. [57] Schechter, C. B. (1990). Sequential decision making with continuous disease states and measurements: I. Theory. [58] Scherrer A., Schwidde I., Dinges A., Rüdiger P., Kümmel S., & Küfer K. -H. (2015). Breast cancer therapy planning - a novel support concept for a sequential decision making problem. [59] Simon, H. A. (1955). A behavioral model of rational choice. [60] Simon, H. A. (1956). Rational choice and the structure of the environment. [61] Sims C. R., Neth H., Jacobs R. A., & Gray W. D. (2013). Melioration as rational choice: Sequential decision making in uncertain environments. [62] Slovic, P. (1966). Risk-taking in children: Age and sex differences. [63] Steyvers M., Lee M. D.,& Wagenmakers, E. J.(2009). A Bayesian analysis of human decision-making on bandit problems. [64] Sun, Y., & Li, S. (2010). The effect of risk on intertemporal choice. [65] Thaler, R. H. (1999). Mental accounting matters. [66] Tversky, A., & Kahneman, D. (1991). Loss aversion in riskless choice: A reference-dependent model. [67] Urminsky, O., & Zauberman, G. (2015). The psychology of intertemporal preferences. In G. Keren & G. Wu (Eds.), [68] Wallsten T. S., Pleskac T. J., & Lejuez C. W. (2005). Modeling behavior in a clinically diagnostic sequential risk-taking task. [69] World Meteorological Organization. (2023). [70] Xu H. A., Modirshanechi A., Lehmann M. P., Gerstner W., & Herzog M. H. (2021). Novelty is not surprise: Human exploratory and adaptive behavior in sequential decision- making. |
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