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Universiteit van Amsterdam, Korteweg - de Vries Institute for Mathematics Position ID: 1729-PHD [#27043] Position Title: Position Location: Amsterdam, Noord-Holland 1091, Netherlands (Kingdom
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Mathematics » Applied mathematics Mathematics » Probability theory Researcher Profile First Stage Researcher (R1) Country Netherlands Application Deadline 20 Oct 2025 - 22:00 (UTC) Type of Contract Temporary
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Your job Are you fascinated by using mathematics to solve fundamental questions in ecology? Do you thrive on translating abstract models into biological insight? If so, this PhD opportunity could be
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For more information about the position, please contact Prof. dr Liesje Mommer, via +31 6 20921336 or email: Liesje.Mommer@wur.nl . Questions about the procedure? Get in touch with Jessa Rozema, Corporate Recruiter, via jessa.rozema-stol@wur.nl Ready to apply? Click on the application button...
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The Mathematical Institute is looking for a PhD candidate to join the project Patterns in Random Media under the supervision of Hermen Jan Hupkes PhD: Patterns in systems with noisy coefficients
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Apply now The Mathematical Institute is looking for a PhD candidate to join the project Patterns in Random Media under the supervision of Hermen Jan Hupkes PhD: Patterns in systems with noisy
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oriented towards the development of a domain-specific design automation framework for cryptographic hardware. Your work will focus on identifying the mathematical knowledge and properties to guide hardware
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, the scattering geometry can be reconstructed mathematically (this is called inverse scattering). This requires both sophisticated mathematical models and efficiently implemented algorithms. In the case of wafer
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work will focus on identifying the mathematical knowledge and properties to guide hardware optimizations tailored to different environments. The optimizations range from algebraic optimizations (e.g
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. Your work will focus on identifying the mathematical knowledge and properties to guide hardware optimizations tailored to different environments. The optimizations range from algebraic optimizations (e.g