成人自杀倾向估计的数学模型

S. Chattopadhyay
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引用次数: 7

摘要

对自杀意图进行回顾性评估对于防止未来的自杀企图非常重要。本研究的目的是建立自杀意图估计方法的数学模型。根据贝克自杀意图量表(BSIS)收集了200名自杀未遂者的真实数据,该量表由3个结构和20个指标组成,将自杀意图分为“低”、“中”和“高”三个等级。每个指标都具有意图评分的三个先决条件。对于常规评分,使用前15个指标。对收集到的数据进行了分析,以说明其分布、可靠性和挖掘重要指标。开发了三种多层前馈神经网络(MLFFNN)分类器。MLFFNN-1采用前15个指标来模拟传统的评分方式。MLFFNN-2设计了所有20个指标,以表明网络是否可以更好地分类更多的信息。通过多元线性回归和主成分分析(PCA)获得显著性(或质量)指标,最后用于构建MLFFNN-3。它是看高质量的信息是否更好地影响分类任务。然后将神经网络的性能与一组精神病学家(他们是人类专家)的评分和回归分析进行比较和验证。本文观察到,mlffnn在速度和准确率方面都优于人类专家和回归。MLFFNN-1被认为是其中最好的。结果表明,BSIS可以有效地映射到神经网络中。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Mathematical Model of Suicidal-Intent-Estimation in Adults
Retrospective assessment of suicidal intent is important to prevent future attempts. The objective of the study is to mathematically model the method of suicidal intent estimation. Real-life data of 200 suicide attempters has been collected according to Beck’s suicide intent scale (BSIS), which is composed of three constructs and 20 indicators to assess the suicidal intent as ‘low’, ‘medium’ or ‘high’. Each indicator possesses three preconditions for intent scoring. For conventional scoring first 15 indicators are used. The collected data has been analysed to note its distribution, reliability and mining significant indicators. Three Multilayer Feed Forward Neural Net (MLFFNN) classifiers have been developed. MLFFNN-1 is developed with first fifteen indicators to mimic the conventional way of scoring. MLFFNN-2 has been designed with all twenty indicators to note whether the network could better classify with more information. Significant (or quality) indicators, obtained through Multiple Linear Regressions and the Principal component analysis (PCA) are finally used to construct the MLFFNN-3. It is to see whether high quality information better influence the classification task. Performances of the neural nets are then compared and validated with the scorings performed by a group of psychiatrists (who are the human experts) and the regressions analysis. The paper observes that MLFFNNs have outperformed the human experts and regressions in terms of both speed and accuracy. MLFFNN-1 is found to be the best of the lot. It concludes that BSIS could efficiently be mapped onto neural networks.
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