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Field
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21 Nov 2025 Job Information Organisation/Company INESC TEC Research Field Engineering Mathematics Researcher Profile First Stage Researcher (R1) Country Portugal Application Deadline 4 Dec 2025 - 23
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Engineering, Computer Science, Electronics, Mathematics, Physics or a related area. On the date of recruitment, candidates must provide proof of enrolment (issued by the Academic Services of the Higher
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requirements: a) Bachelor’s degree in Computer Science and Engineering or Mathematics; b) Prior knowledge and experience in the area of cryptography – to be provided in the CV. Additional optional skills and
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25 Nov 2025 Job Information Organisation/Company University of Porto Department Human Resources Department Research Field Economics Computer science Mathematics Researcher Profile First Stage
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; Essential knowledge of data analysis and measurement theory (e.g., noise, calibrations, uncertainty analysis statistics). Other Valued Skills Electronics design and production (e.g., KiCAD, Altium); Knowledge
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on the applicants' enrolment in study cycle or non-award courses of Higher Education Institutions. Preference factors: Experience in musical audio machine learning frameworks, advanced knowledge in music theory, and
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modern control theory (PID, adaptive, robust, and fractional control); Experience with fuzzy logic and AI-based control (reinforcement learning, neuro-fuzzy systems); Skills in modelling and simulation
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] is responsible for cooperating with the Professores Coordenadores [professors] within the scope of a subject or scientific area, and, specifically, to: conduct and teach theory, theory-practice and
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Mathematics » Computational mathematics Engineering » Biomedical engineering Researcher Profile First Stage Researcher (R1) Positions PhD Positions Country Portugal Application Deadline 11 Nov 2025 - 23:59
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Associação do Instituto Superior Técnico para a Investigação e Desenvolvimento _IST-ID | Portugal | about 2 months ago
Matemática (GFM), 1801P.01443 GFM PROGRAMATICO UIDP 2025-2029, financed by national funds through FCT Workplan: Growth rate distribution of E. Coli in a chemostat The project addresses the mathematical