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Innovative electrical interfaces for solid-state electrocaloric cooling using ferroelectric ceramics
. Such an implementation will be ultimately deployed in a general proof of concept device. Funding category: Contrat doctoral Projet de recherche ANR PHD Country: France Where to apply Website https://www.abg.asso.fr/fr
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for the future of mobile and satellite communications. Fields of applications range from 5G/6G telecommunications to satellite-based internet connectivity. For details, you may refer to the following: https
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and approximately 20 doctoral candidates. Research in computer vision began in the mid-1980s and currently encompasses (i) Geometry and computer vision (including analysis of video, audio, radio, and
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PhD program, 17 master's degrees, and 10 bachelor's degrees as well as a growing number of multidisciplinary CS plus X degrees. The School of Computing is committed to providing a flexible and
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invested in new laboratories and maker space at the centre of the Strand campus in the heart of central London. For more information: https://www.kcl.ac.uk/engineering About the role This role will support
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of the fastest worldwide due to its unique geometry and beam characteristics. It allows ultra-fast in-situ measurements as well as highest spatial and density resolution. Additionally, the highly coherent beam
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Spacetime emergence and cosmological dynamics in group field theory School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Steffen Gielen Application Deadline: Applications
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Researcher Profile First Stage Researcher (R1) Positions PhD Positions Country France Application Deadline 31 Aug 2026 - 00:00 (Europe/Paris) Type of Contract Temporary Job Status Full-time Hours Per Week 35
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OR near to completion of a PhD Expert knowledge of algebraic geometry. Proven ability to produce research of high quality in algebraic geometry or closely related discipline. Some practical experience
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necessary to consider the continuous evolution of technologies, the regular introduction of new materials, increasingly complex geometries, and the many challenges these pose, particularly for numerical