Two-Group Dynamic Conflict Scenarios: "Toy Model" with a Severity Index

被引:4
|
作者
Kaufman, Sanda [1 ]
Kaufman, Miron [2 ]
机构
[1] Cleveland State Univ, Levin Coll, Cleveland, OH 44115 USA
[2] Cleveland State Univ, Cleveland, OH 44115 USA
关键词
groups; political crisis; qualitative research; REDUCE INTERGROUP BIAS; INGROUP IDENTIFICATION; IN-GROUP; MODERATING ROLE;
D O I
10.1111/ncmr.12044
中图分类号
B849 [应用心理学];
学科分类号
040203 ;
摘要
This article draws on several research domains and disciplinessocial psychology, models of complex systems, and planning scenario analysisto propose a toy model of the dynamics of intergroup conflicts. The ingroup-outgroup conflict literature supports the notion that inside groups in conflict there are subgroups of intransigents seeking to fight it out, and flexibles seeking avenues for settlements. There is also support for the intransigents and flexibles in the two groups being susceptible to each other's goading to escalate conflicts or entreaties to reach agreement. However, since two-group conflicts are embedded in complex systems with which they interact, it is difficult to predict outcomes and to assess the chances that intervention strategies might succeed or fail. We propose to use the model of two-group conflicts based on the mutual susceptibilities of flexibles and intransigents (Kaufman & Kaufman, ) to construct toy model scenarios of possible conflict trajectories. For each scenario, we compute a Severity Index for Conflicts (SIC) that captures the likelihood that it will end in confrontation (rather than agreement). We offer some examples of intranational and international conflicts and show how the scenarios can be analyzed qualitatively to explore the range of possible outcomes. Further developments will include sensitivity analyses for various assumptions and asking what if questions that can inform strategies of response and intervention.
引用
收藏
页码:41 / 55
页数:15
相关论文
共 50 条
  • [41] Model evaluation of two-group interfacial area transport equation for confined upward flow
    Sun, XD
    Kim, S
    Ishii, M
    Beus, SG
    NUCLEAR ENGINEERING AND DESIGN, 2004, 230 (1-3) : 27 - 47
  • [42] A two-group epidemiological model: Stability analysis and numerical simulation using neural networks
    El Yamani, Mohamed Anass
    El Karkri, Jaafar
    Lazaar, Saiida
    Aboulaich, Rajae
    INTERNATIONAL JOURNAL OF MODELING SIMULATION AND SCIENTIFIC COMPUTING, 2023, 14 (05)
  • [43] Comparison of bubbles interaction mechanisms of two-group Interfacial Area Transport Equation model
    Kuidjo, E. V. Kuidjo
    Rodio, M. G.
    Abgrall, R.
    Sagaut, P.
    INTERNATIONAL JOURNAL OF MULTIPHASE FLOW, 2023, 163
  • [44] Configuration splitting and gamma-decay transition rates in the two-group shell model
    Isakov, V. I.
    PHYSICS OF ATOMIC NUCLEI, 2015, 78 (06) : 709 - 714
  • [45] Configuration splitting and gamma-decay transition rates in the two-group shell model
    V. I. Isakov
    Physics of Atomic Nuclei, 2015, 78 : 709 - 714
  • [46] Sex Ratio Features of Two-Group SIR Model for Asymmetric Transmission of Heterosexual Disease
    Koide, C.
    Seno, H.
    Mathematical and Computer Modelling (Oxford), 23 (04):
  • [47] Sex ratio features of two-group SIR model for asymmetric transmission of heterosexual disease
    Koide, C
    Seno, H
    MATHEMATICAL AND COMPUTER MODELLING, 1996, 23 (04) : 67 - 91
  • [48] Evaluation of MIMIC-Model Methods for DIF Testing With Comparison to Two-Group Analysis
    Woods, Carol M.
    MULTIVARIATE BEHAVIORAL RESEARCH, 2009, 44 (01) : 1 - 27
  • [49] Mathematical study of a risk-structured two-group model for Chlamydia transmission dynamics
    Sharomi, O.
    Gumel, A. B.
    APPLIED MATHEMATICAL MODELLING, 2011, 35 (08) : 3653 - 3673
  • [50] Research of Two-Group Interfacial Area Transport Model and Validation Method in Rectangular Channel
    Yu, Yang
    Song, Xiaoming
    Liu, Dong
    Guo, Fengchen
    Deng, Zhiyong
    Lu, Wei
    Huang, Qingyu
    Hedongli Gongcheng/Nuclear Power Engineering, 2021, 42 : 113 - 120