BosonQ Psi
3 weeks ago
Math Optimization Researcher
BosonQ Psi is seeking a highly skilled and motivated Math Optimization Researcher to join our team. The ideal candidate will play a pivotal role in developing, implementing, and fine-tuning cutting-edge mathematical models and algorithms to solve complex optimization problems across diverse industries, such as aerospace, manufacturing, supply chain, and resource allocation. You will work closely with cross-functional teams, leveraging your expertise in optimization theory and algorithm development to address real-world challenges. This role requires proficiency in coding (Python, C++, Matlab) and hands-on experience with optimization libraries like SciPy, NumPy, Gurobi, and CPLEX.
Roles & Responsibilities
- Develop and integrate cutting-edge mathematical models and algorithms (LP, IP, MIP, NLP, QP) for industries such as aerospace, manufacturing, supply chain, and resource allocation.
- Fine-tune optimization solutions to ensure performance, scalability, and real-world applicability.
- Collaborate with cross-functional teams to understand business requirements, analyze data, and set optimization goals.
- Design and execute experiments to test and validate the effectiveness of optimization algorithms.
- Share insights and recommendations with stakeholders through clear, compelling, and actionable communication.
- Develop and implement various optimization problems, including simulation benchmarking and use-case development.
- Perform thorough code testing, debugging, and performance benchmarking.
- Contribute to the creation and preparation of technical documentation.
- Stay up to date with emerging optimization techniques and incorporate them into solutions.
- Analyze large datasets and apply distributed computing techniques as necessary.
Requirements
Must Have:
- Minimum 3+ years of experience in an optimization or operations research role.
- Proficiency in coding languages such as Python, C++, Matlab, and experience with optimization libraries like SciPy, NumPy, Gurobi, or CPLEX.
- Strong grasp of optimization theory and algorithm development.
- Deep theoretical knowledge in at least one of the following areas: combinatorial optimization, statistical learning, complexity theory, or approximation algorithms.
- Analytical and problem-solving skills to turn complex optimization challenges into actionable solutions.
- Experience working with large datasets and distributed computing systems.
- Excellent communication skills with the ability to collaborate effectively within a team environment.
- A Master's degree in Computer Science, Optimization, Operations Research, Applied Mathematics, Engineering, or a relevant field.
Good to Have :
- A PhD in a relevant field (Optimization, Operations Research, Applied Mathematics, etc.).
- Industry experience in aerospace, automotive, or manufacturing sectors.
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