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Job description The Discrete Mathematics and Optimization group within the Delft Institute of Applied Mathematics at TU Delft is offering a full-time PhD position in the area of combinatorics
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to optimize device performance and efficiency, as well as developing prototypes for wearable devices. Additionally, the appointee will build and establish strategic relationships with industry partners
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: *Optimal Particle identification of Single Site with Underground MKIDs Detectors; funded by the ERC project ERC OPOSSUM *Development of an Experimental Microsatellite Platform for Extended In-Situ Space
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efficiency of optical modulators, enhancing TIA sensitivity and speed, and minimizing power consumption while maintaining high performance. Through innovative circuit design and technology optimization
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interfaces. You will use one-photon polymerization and high-resolution 3D printing to fabricate soft hydrogel structures and integrate them with organic electronic materials, including conducting polymers
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International Centre for Translational Eye Research / Institute of Physical Chemistry, Polish Academy of Sciences | Poland | 6 days ago
genome profiling to address fundamental questions in biomedical research mainly focused on eye diseases including ocular-tumors. Key responsibilities include: Performing in vivo animal work and precise
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will consider techniques like flow matching, and use ideas from optimal transport and neural (stochastic) differential equations, invariant Kalman filtering and geometric numerical integration
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Inria, the French national research institute for the digital sciences | Talence, Aquitaine | France | 2 months ago
analysis of mechanisms, mechatronic design, and robot architecture optimization. This PhD is part of a collaborative research project with the Gepetto team at LAAS-CNRS (Toulouse). The PhD candidate will
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Are you ready to take the next step in your academic journey? As a doctoral student with us, you will work closely with leading researchers in a strong, international research environment, with
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to the hazardous noisy non-convex optimization. • The scope of (new) applications is very large. Initially we will focus on qubit systems but in a second step we will consider Hubbard like models for strongly