Robert M. Curry Data-verified
Affiliation confirmed via AI analysis of OpenAlex, ORCID, and web sources.
Assistant Professor
faculty
Research Areas
Links
Biography and Research Information
OverviewAI-generated summary
Robert M. Curry's research focuses on optimization problems within operations research and applied mathematics. His work investigates the development and application of mathematical models and algorithms to solve complex scheduling and resource allocation challenges. Curry has published on topics including minimum-cost flow problems, mixed-integer programming for dynamic network flow scheduling, and optimal island occupation strategies. He also explores the application of these models to practical scenarios, such as an all-hazards return on investment model for U.S. Army installations and optimal student reassignment at the U.S. Naval Academy. Curry has collaborated with researchers at the University of Arkansas at Fayetteville, including Zephan Wade, Gregory S. Parnell, and Eric Specking. His scholarship contributions are reflected in a h-index of 3, with 11 total publications and 111 citations.
Metrics
- h-index: 3
- Publications: 11
- Citations: 112
Selected Publications
-
An All-Hazards Return on Investment (ROI) Model to Evaluate U.S. Army Installation Resilient Strategies (2025)
-
Mixed-Integer Programming Modeling Strategies for Scheduling-Based Optimization Problems (2024)
-
Mixed-integer programming models and heuristic algorithms for the maximum value dynamic network flow scheduling problem (2024)
-
Practice Summary: Optimal Student Group Reassignment at U.S. Naval Academy (2023)
Collaboration Network
Top Collaborators
- Minimum‐cost flow problems having arc‐activation costs
- An augmenting‐flow algorithm for a class of node‐capacitated maximum flow problems
- Mixed-Integer Programming Modeling Strategies for Scheduling-Based Optimization Problems
- Practice Summary: Optimal Student Group Reassignment at U.S. Naval Academy
- Practice Summary: Optimal Student Group Reassignment at U.S. Naval Academy
- Practice Summary: Optimal Student Group Reassignment at U.S. Naval Academy
- Optimal Island Occupation Strategies under Varying Objectives
- Optimal Island Occupation Strategies under Varying Objectives
- Mixed-integer programming models and heuristic algorithms for the maximum value dynamic network flow scheduling problem
- Mixed-integer programming models and heuristic algorithms for the maximum value dynamic network flow scheduling problem
- An All-Hazards Return on Investment (ROI) Model to Evaluate U.S. Army Installation Resilient Strategies
- An All-Hazards Return on Investment (ROI) Model to Evaluate U.S. Army Installation Resilient Strategies
- An All-Hazards Return on Investment (ROI) Model to Evaluate U.S. Army Installation Resilient Strategies
- An All-Hazards Return on Investment (ROI) Model to Evaluate U.S. Army Installation Resilient Strategies
- An All-Hazards Return on Investment (ROI) Model to Evaluate U.S. Army Installation Resilient Strategies
- An All-Hazards Return on Investment (ROI) Model to Evaluate U.S. Army Installation Resilient Strategies
- An All-Hazards Return on Investment (ROI) Model to Evaluate U.S. Army Installation Resilient Strategies
Similar Researchers
Based on overlapping research topics