PRR Project
Principal Researcher in Mathematics - Operations Research; NOVAMath (CMA) Chair
Project sheet
Name
Principal Researcher in Mathematics - Operations Research; NOVAMath (CMA) ChairTotal project amount
278,43 thousand €Amount paid
0 €Non-refundable funding
278,43 thousand €Loan funding
0 €Start date
01.02.2025Expected end date
31.03.2026Dimension
ResilienceComponent
Qualifications and SkillsInvestment
Science Plus TrainingOperation code
02/C06-i06/2024.P2023.11076.TENURE.043Summary
Position: Principal Researcher in Operations Research Job Description: We are seeking a highly motivated and skilled researcher in Mathematics - Operations Research, to join our dynamic team at NOVA Math. The successful candidate will be responsible for conducting cutting-edge research in the areas of Continuous Optimization, with a specific focus on Nonlinear Constrained and Unconstrained Optimization. Key tasks include exploring nonlinear optimization strategies for data science and inverse matrix problems, and the development and analysis of innovative algorithms to compute good quality solutions. Responsibilities:Design, analyze, and implement algorithms for large-scale continuous optimization problems.Investigate new nonlinear optimization models with strong connections to data analysis and inverse matrix analysis problems.Conduct cutting-edge research on nonlinear optimization.Collaborate with interdisciplinary teams to integrate findings into broader research initiatives.Actively engage in the activities of the research center, including supervision of post-Docs.Contribute to the publication of research findings in reputable scientific journals.Stay abreast of the latest developments in Continuous Optimization and related fields. Scientific Profile: The ideal candidate will possess the following qualifications and attributes:Ph.D. in Applied Mathematics or a related field with a strong focus on Computational Mathematics and Large-scale Optimization.Proven expertise in designing state-of-the-art algorithms, with a track record of successful projects.Extensive knowledge in Nonlinear Optimization and Numerical Analysis.Proficiency in utilizing advanced techniques to establish theoretical properties of the proposed algorithms.Strong publication record in reputable scientific journals, demonstrating the ability to contribute novel insights to the field.Excellent communication and collaboration skills, with the ability to work effectively in a team environment. Rationale: The recruitment for this position aligns with the strategic goals of NOVA Math to advance research excellence in Continuous Optimization. The intersection of nonlinear optimization and statistics represents a burgeoning area of scientific research with promising applications in data analytics, social network, graph theory, and combinatorial optimization. The expertise of the successful candidate will significantly contribute to ongoing research projects and strengthen our institutional capabilities in these critical areas. Furthermore, the hire will enhance collaboration with external partners, foster international relationships, and contribute to the training of the next generation of researchers in Optimization. This position reflects our commitment to innovation and scientific leadership, positioning NOVA Math at the forefront of advancements in Operations Research and related disciplines.
Beneficiaries
The two types are::
- Direct Beneficiaries are those whose funding and projects to implement are part of the Recovery and Resilience Plan that has been negotiated and approved by the European Union;
- Final Beneficiaries are those whose funding and projects to implement are approved following a selection process through Calls for Applications.
Call for applications
As part of the Call for Applications, submissions are requested to select the projects and final beneficiaries to whom funding will be awarded. Specific selection criteria are defined for each call, which must be reflected in the applications submitted and assessed.
The project is appraised on the basis of its compliance with the selection criteria laid down in the calls for applications, and a final score may be awarded, where applicable.
Final evaluation score
The components for calculating the assessment score can be found in the selection criteria document mentioned below.
Selection criteria
Beneficiaries
Intermediate beneficiaries
Procurement
Beneficiaries representing public entities implement their project by signing one or more contracts with suppliers for goods or services through public procurement procedures.
To ensure and provide the utmost transparency in all these contracts, a list of the contracts that were signed under this project is available here, along with the information available on the Base.Gov platform. Please note that, according to the legislation in force at the time the contract was signed, some exceptions do not require the publication of the contracts signed on this platform, and, therefore, no information is available in such cases.
Geographic distribution
278,43 thousand €
Total amount of the project
Where was the money spent
By county
1 county financed .
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Lisboa 278,43 thousand € ,