Effectiveness of the forced-choice coin test for detecting malingering during forensic psychiatric examinations.

PCN reports : psychiatry and clinical neurosciences Pub Date : 2023-04-13 eCollection Date: 2023-06-01 DOI:10.1002/pcn5.87
Keisuke Tsuji
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Abstract

Background: In general clinical psychiatric practice, open questions are favored over closed ones because they are considered more therapeutically effective and less likely to make the patients pander to us. However, in forensic psychiatric examinations, suspects may attempt malingering.

Case presentation: Using a simple examination based on a forced-choice technique, the author proved that the level of intelligence of a theft suspect pretending to have an intellectual developmental disorder was not so low. The author prepared two sets consisting of a few coins each and asked the suspect to choose which set had a higher total value. The suspect was questioned repeatedly over multiple trials. He always selected the wrong set over the course of more than 10 trials.

Conclusion: If the suspect really did not know the correct answer, the probability of getting the answer right or wrong in a binary choice question is 50% for both. The probability of answering the question wrong by chance 10 times in a row is (1/2),10 in other words, about 0.1%. It was evident that the suspect intentionally kept answering incorrectly. When suspects who pretend to have an intellectual developmental disorder answer only "I do not know" to all questions without actively playing out the symptoms, it is difficult to demonstrate that the symptoms are psychiatrically conflicting and prove that they are malingering. Even in such cases, this type of test based on a forced-choice technique can be used to prove that suspects are behaving falsely.

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强制选择硬币测试在法医精神病学检查中检测装病的有效性
背景:在一般的精神科临床实践中,开放式问题比封闭式问题更受青睐,因为开放式问题被认为更有治疗效果,而且不容易让患者迎合我们。然而,在法医精神病学检查中,嫌疑人可能会试图装病:作者通过一个基于强迫选择技术的简单检查,证明了一名假装患有智力发育障碍的盗窃嫌疑人的智力水平并不低。作者准备了两套各由几枚硬币组成的硬币,要求嫌疑人选择哪套硬币的总价值更高。在多次试验中反复询问嫌疑人。在超过 10 次的试验过程中,他总是选错:结论:如果犯罪嫌疑人真的不知道正确答案,那么在二元选择题中,两者答对或答错的概率都是 50%。连续 10 次偶然答错的概率为 (1/2),10 换句话说,约为 0.1%。很明显,嫌疑人是故意不断答错的。当假装有智力发育障碍的疑犯对所有问题都只回答 "我不知道 "而不主动表现出症状时,就很难证明这些症状在精神方面是相互矛盾的,也很难证明他们是在装病。即使在这种情况下,这种基于强迫选择技术的测试也可以用来证明疑犯的行为是虚假的。
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