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自杀风险的短期人口模型:以西班牙为例。

A Short-Term Population Model of the Suicide Risk: The Case of Spain.

作者信息

De la Poza Elena, Jódar Lucas

机构信息

Center of Economic Engineering (INECO), Universitat Politècnica de València, Building 7J, Camino de Vera s/n, 46022, Valencia, Spain.

Instituto Universitario de Matemática Multidisciplinar, Universitat Politècnica de València, Building 8G, 2nd floor, 46022, Valencia, Spain.

出版信息

Cult Med Psychiatry. 2018 Dec;42(4):800-820. doi: 10.1007/s11013-018-9589-4.

Abstract

A relevant proportion of deaths by suicide have been attributed to other causes that produce the number of suicides remains hidden. The existence of a hidden number of cases is explained by the nature of the problem. Problems like this involve violence, and produce fear and social shame in victims' families. The existence of violence, fear and social shame experienced by victims favours a considerable number of suicides, identified as accidents or natural deaths. This paper proposes a short time discrete compartmental mathematical model to measure the suicidal risk for the case of Spain. The compartment model classifies and quantifies the amount of the Spanish population within the age intervals (16, 78) by their degree of suicide risk and their changes over time. Intercompartmental transits are due to the combination of quantitative and qualitative factors. Results are computed and simulations are performed to analyze the sensitivity of the model under uncertain coefficients.

摘要

相当一部分自杀死亡被归因于其他原因,导致实际自杀人数仍然被掩盖。隐藏案例数量的存在是由问题的性质所解释的。这类问题涉及暴力行为,会给受害者家庭带来恐惧和社会耻辱感。受害者所经历的暴力、恐惧和社会耻辱感导致相当数量的自杀被认定为意外或自然死亡。本文提出了一个短期离散 compartmental 数学模型来衡量西班牙的自杀风险。该 compartment 模型根据西班牙人口在年龄区间(16, 78)内的自杀风险程度及其随时间的变化进行分类和量化。不同 compartment 之间的转移是由定量和定性因素共同作用导致的。计算了结果并进行了模拟,以分析模型在系数不确定情况下的敏感性。

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