A Novel Metric to Quantify and Enable Resilient Distribution System Using Graph Theory and Choquet Integral

This paper proposes a novel metric to quantify and enable resilience of electric distribution systems using graph theory and Choquet integral. Graph-theoretic sub-metrics capturing connectivity, load served, critical load prioritization, and restoration ease are aggregated via a Choquet integral over a lambda-fuzzy measure to yield a single composite resilience score in [0,1].