
doi: 10.1201/b19094-256
Maintenance for highway bridges is crucial in order to keep the network in a satisfactory condi-tion for users but is also a costly affair. This paper proposes a dynamic, Bayesian network-based model to provide cost-efficient strategies in the context of bridge network management. Characteristics related to un-certainties in both the degradation phase and subsequent maintenance strategies are handled through the de-sirable probabilistic dependencies properties BNs possess. The extension to a specific version of Influence di-agrams allows formulating the optimization part of the problem in order to eventually provide long-term strategies as well as minimize expected costs. To that end, a case study that tackles both conditional and un-conditional cases is presented.
[MATH.MATH-PR] Mathematics [math]/Probability [math.PR], 2015 Urbanisation, [SPI.GCIV.STRUCT] Engineering Sciences [physics]/Civil Engineering/Structures, [SPI.GCIV] Engineering Sciences [physics]/Civil Engineering, [MATH] Mathematics [math], [SPI.GCIV.RISQ] Engineering Sciences [physics]/Civil Engineering/Risques
[MATH.MATH-PR] Mathematics [math]/Probability [math.PR], 2015 Urbanisation, [SPI.GCIV.STRUCT] Engineering Sciences [physics]/Civil Engineering/Structures, [SPI.GCIV] Engineering Sciences [physics]/Civil Engineering, [MATH] Mathematics [math], [SPI.GCIV.RISQ] Engineering Sciences [physics]/Civil Engineering/Risques
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