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Bi-criteria risk analysis of domain-specific and cross-domain changes in complex systems

机译:复杂系统中特定域和跨域更改的双标准风险分析

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Government and not-for-profit organizations measure success in terms of their ability to promote an organizational mission. Complex assets in such organizations are acquired in a budget-allocation process which reflects mission priorities. So, complex assets in such an environment must be managed so that availability of the asset is sufficient to support mission objectives as planned. But cost must also be contained within the budget plan, or other mission objectives may suffer. Hence, an objective in such environments is to simultaneously control (1) the risk that percent-availability will fall below a minimum planning threshold a, and control (2) the risk that cost will exceed the planned budget p. This problem is especially difficult because the two risks are negatively correlated. In this paper we examine this bi-criteria risk minimization problem, for an organization in which the departments (domains) of the organization must compete for scarce resources to achieve organizational objectives. We develop a model that can be used to assess bi-criteria risk of single-domain proposals, and a ranking-and-selection procedure which can be used to choose between those proposals. We then conduct a limited search of solutions which involve linear combinations of the proposals, in order to investigate the potential benefits of 'breaking silos' and 'cooperation' across domains. Results suggest that for complex systems at least, cross-domain solutions are not always superior to single-domain solutions, and that integrated system models are needed to properly evaluate single-domain or cross-domain solutions.
机译:政府和非营利组织根据促进组织使命的能力来衡量成功。这些组织中的复杂资产是通过反映任务优先级的预算分配过程获得的。因此,必须管理这种环境中的复杂资产,以便资产的可用性足以支持计划中的任务目标。但是费用也必须包含在预算计划之内,否则其他任务目标可能会受到影响。因此,在这种环境中的目标是同时控制(1)可用性百分比将降至最小计划阈值a以下的风险,以及控制(2)成本将超过计划预算p的风险。这个问题特别困难,因为这两个风险是负相关的。在本文中,我们针对组织的部门(域)必须竞争稀缺资源以实现组织目标的组织研究了这种双标准风险最小化问题。我们开发了可用于评估单域提案的双标准风险的模型,以及可用于在这些提案之间进行选择的排名和选择程序。然后,我们将对涉及提案线性组合的解决方案进行有限的搜索,以研究跨领域“突破孤岛”和“合作”的潜在利益。结果表明,至少对于复杂的系统,跨域解决方案并不总是优于单域解决方案,并且需要集成系统模型来正确评估单域或跨域解决方案。

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