As technology advances, systems are growing in complexity and interactivity. This complexity in systems can become a problem when operating and understanding them. Resilience Engineering studies syste..
As technology advances, systems are growing in complexity and interactivity. This complexity in systems can become a problem when operating and understanding them. Resilience Engineering studies system behavior in the face of impacts. However, existing methods to measure resilience are limited by the non-linear and dynamic characteristics of contemporary systems. Bifurcation analysis can present a different perspective into Resilience Engineering by examining mathematically how systems behave under changing situations. The hypothesis of this work is: if Bifurcation analysis is performed to a nonlinear system, then it is possible to get information on the resilient properties of the system. The paper aims to bridge the gap between bifurcation analysis and Resilience Engineering, offering a framework for integrating both approaches. Future efforts will focus on using the framework practically, to improve the framework to make it more accessible, versatile, and reliable.