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Degree design of coupled infrastructures

机译:耦合基础架构的度设计

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摘要

A recent asymptotic model of cascading failure in two-domain, coupled infrastructures is used to pose and solve a specific degree-distribution design problem. Low-order non-linear analysis exposes the mechanisms by which optimised graphs can form star-like clusters, and suggests why the optimisation is well-behaved numerically. Through computational examples on coupled systems of finite size, we demonstrate that the model assumption of degree independence can be somewhat relaxed, which is significant for geometric connectivity. Further, an assortative heuristic rule that matches degrees across the domain boundary can offer benefits in most finite-size cases.
机译:最近在两域耦合基础结构中级联故障的渐近模型用于提出和解决特定的度数分布设计问题。低阶非线性分析揭示了优化图可以形成星形簇的机制,并提出了为什么优化在数值上表现良好的原因。通过对有限大小的耦合系统的计算示例,我们证明了度独立性的模型假设可以稍微放松一些,这对于几何连通性很重要。此外,在大多数有限大小的情况下,与域边界上的度匹配的分类启发式规则可以带来好处。

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