K
Kelly M. Sullivan
Researcher at University of Arkansas
Publications - 25
Citations - 266
Kelly M. Sullivan is an academic researcher from University of Arkansas. The author has contributed to research in topics: Reliability (statistics) & Flow network. The author has an hindex of 7, co-authored 22 publications receiving 147 citations. Previous affiliations of Kelly M. Sullivan include University of Florida.
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A multi-objective optimization model for designing resilient supply chain networks
TL;DR: This work presents a multi-objective network design model and accompanying optimization-based decision support methodology for supply chain architects and demonstrates the model's efficacy through the lens of a practically-motivated corporate merger and acquisition activity.
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Securing a border under asymmetric information
TL;DR: A model that is tighter and uses fewer constraints than that of Morton et al. is introduced, and a class of valid inequalities along with a corresponding separation procedure that can be used within a cutting‐plane approach to reduce computational effort is developed.
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Exact algorithms for solving a Euclidean maximum flow network interdiction problem
Kelly M. Sullivan,J. Cole Smith +1 more
TL;DR: Two approaches to solving E‐MFNIP are contributed based on solving a sequence of lower‐bounding integer programs from which upper bounds can be readily obtained, and it is shown that these bounds are convergent.
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Risk and resilience-based optimal post-disruption restoration for critical infrastructures under uncertainty
TL;DR: Two-stage risk-averse and risk-neutral stochastic optimization models are proposed to schedule repair activities for a disrupted CI network with the objective of maximizing system resilience and assessing the risks associated with post-disruption scheduling plans.
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Budgeting maintenance dredging projects under uncertainty to improve the inland waterway network performance
TL;DR: A heuristic is developed to solve the problem of budgeting and selecting inland maintenance dredging projects to maximize the value of commodities that can be transported without disruption through the inland waterway system and this model yields improved solutions as compared to related deterministic optimization models in the literature.