A mathematical model of criminal gang rivalry: Understanding the dynamics and implications

IF 3.2 Q3 Mathematics Results in Control and Optimization Pub Date : 2024-02-19 DOI:10.1016/j.rico.2024.100398
Oluwasegun M. Ibrahim , Daniel Okuonghae , Monday N.O. Ikhile
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Abstract

This present paper considers the dynamics of two criminal gangs in a criminally active population. In our deterministic approach, we present the gang rivalry model to measure the impact of rivalry intensities at low and moderately high initiation rates. The qualitative and quantitative properties of the models are investigated using appropriate techniques that have proven to be effective. Based on the numerical simulation study, the initiation rates are observed to play a key role in the rise and fall of rivalry intensities in the criminally active period, which is characterized by a low level of law enforcement. Furthermore, this study reveals that by reducing the initiation rate between susceptible individuals and criminal gang groups, the rivalry intensities will be impacted for the overall public safety.

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犯罪团伙竞争的数学模型:了解动态和影响
本文探讨了犯罪活跃人群中两个犯罪团伙的动态。在我们的确定性方法中,我们提出了帮派竞争模型,以衡量在低启动率和中高启动率下竞争强度的影响。我们使用已被证明有效的适当技术对模型的定性和定量特性进行了研究。根据数值模拟研究,可以观察到在犯罪活跃期,即执法水平较低的时期,启动率对竞争强度的上升和下降起着关键作用。此外,这项研究还揭示出,通过降低易受影响的个人与犯罪团伙之间的入伙率,将对整体公共安全的对抗强度产生影响。
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来源期刊
Results in Control and Optimization
Results in Control and Optimization Mathematics-Control and Optimization
CiteScore
3.00
自引率
0.00%
发文量
51
审稿时长
91 days
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