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侦查讯问的博弈模型构建与优势策略 被引量:1

The Game Models and Strategies in Interrogation
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摘要 将博弈论的思维和方法引入讯问学研究,有利于优化讯问策略,指导和推动讯问实践。在侦查讯问的博弈中,侦查人员和犯罪嫌疑人依据所掌握的信息和逻辑推理,先后做出决策并付诸实施,最终各自承担结果带来的效用。通过博弈模型分析可以得到:嫌疑人的最优策略是在坦白从宽的政策承诺下及早供述,否则将面临侦查人员持续投入侦查成本产生的不利局面。侦查人员获取口供的博弈对策包括:强化嫌疑人对供述所能带来利益的感知;增大其对于定案概率的估计;善于捕捉和控制嫌疑人即将采取均衡策略的时机等。 Applying game theory to interrogation has great theoretical and practical significance,which broadens the way to get confession.In the interrogation,based on information they have and logical reasoning,the investigators and the suspects successively make their decisions,and finally get their due interests by implementation.Through game models,the author concludes that the best strategy for the suspects is to confess as soon as possible under the commitment of confession and leniency.Otherwise,they will face the adverse situation caused by the continuous investment of investigators.The countermeasures for investigators to obtain confessions include strengthening the suspect's perception of the benefits of confessions;increasing its estimation of the probability of finalization;being good at capturing and controlling the time when the suspect is about to adopt a balanced strategy,etc.
作者 张若枫 ZHANG Ruo-feng(People’s Public Security University of China,Beijing 100038,China)
出处 《北京警察学院学报》 2022年第1期88-93,共6页 Journal of Beijing Police College
关键词 博弈论 侦查讯问 讯问策略 game theory interrogation interrogative strategy
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  • 1杨韧.维持均衡:侦查讯问的博弈分析——以囚徒困境为模型[J].山东警察学院学报,2004,16(1):41-45. 被引量:4
  • 2云山城.侦查讯问主要理论研究述评[J].湖北警官学院学报,2004,17(6):9-16. 被引量:5
  • 3王则珂,李杰.博弈论教程[M].北京:中国人民大学出版社,2004.
  • 4(美)英博等著,何家弘等.审讯与供述[M]群众出版社,1992.
  • 5庞兴华.侦讯谋略[M]警官教育出版社,1994.
  • 6(美)西 蒙(Simon,H.A.)著,杨 砾.关于人为事物的科学[M]解放军出版社,1988.
  • 7陈光中.新刑诉法中辩护制度规定之实施问题[N].人民法院报,2012-07-18.
  • 8吴宏耀.刑事侦查模式的转变——以事实发现为中心[C]//侦查论坛(第3卷).北京:中国人民公安大学出版社,2004:191.
  • 9[美]汉斯·约阿希德·施奈德.国际范围内的被害人[M].许章润,等,译.北京:中国人民公安大学出版社,1992:419.
  • 10何家弘.从“硬审讯法”到“软审讯法”[J].人民检察,2008(17):57-60. 被引量:35

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