Postdoctoral Researcher - Optimization with Embedded Machine Learning Surrogates
- Develop optimization frameworks with embedded ML-based surrogate models for complex systems.
- Design and implement formulations that integrate neural networks and other surrogate models into optimization problems (e.g., MIP, MINLP, and nonconvex programs).
- Investigate trade-offs between surrogate model fidelity and optimization tractability.
- Develop specialized solution algorithms for challenging problem structures, including bilinear and nonconvex formulations.
- Explore hybrid solution approaches combining:
- Mathematical programming (e.g., MIP/MINLP)
- Gradient-based optimization (e.g., SLSQP)
- Derivative-free optimization (e.g., NOMAD)
- Leverage tools such as GurobiML, OMLT, and decomposition methods
- Apply developed methods to high-impact business problems across upstream, downstream, and low-carbon solutions.
- Communicate results through technical reports, publications, and presentations.
- Optimization with embedded neural network surrogates
- Learning-based surrogate modeling for physics-based systems
- Nonconvex and bilinear optimization arising from ML model integration
- Difference-of-convex (DC) programming and relaxations
- Gradient-based vs. derivative-free optimization strategies
- Hybrid optimization algorithms combining ML and OR
- Ph.D. in Operations Research, Industrial Engineering, Applied Mathematics, or a closely related field.
- Strong background in mathematical optimization, including nonlinear and mixed-integer optimization.
- Demonstrated research experience in at least one of the following:
- Optimization with embedded machine learning models
- Surrogate-based optimization
- Nonconvex or bilinear optimization
- Knowledge of machine learning models used for surrogate modeling (e.g., neural networks, regression models).
- Strong programming skills in Python.
- Experience with optimization solvers (e.g., Gurobi, CPLEX, IPOPT).
- Strong analytical, problem-solving, and communication skills.
- Ability to work in multidisciplinary teams with domain experts.
- Experience with tools such as GurobiML, OMLT, or similar ML-to-optimization frameworks.
- Experience with derivative-free optimization methods (e.g., NOMAD, Bayesian optimization).
- Knowledge of gradient-based nonlinear optimization methods (e.g., SLSQP).
- Experience working with large-scale industrial or engineering systems.
- Understanding of surrogate model training and validation trade-offs.
- Strong publication record
- Experience developing reusable optimization frameworks or toolkits.
- Interest in solving complex, large-scale industrial decision problems.
- Ability to balance model fidelity, scalability, and computational performance.
- Strong collaboration skills with both technical and domain experts.
- Self-driven with the ability to independently lead research initiatives.
Job Segment: Sustainability, Industrial Engineer, Informatics, Embedded, Energy, Research, Engineering, Technology
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