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5 Feb 2026 Job Information Organisation/Company Keio University Department Human Biology Microbiome Quantum Research Center(Bio2Q) Bio2Q Office Research Field All Other Researcher Profile Recognised Researcher (R2) Application Deadline 29 May 2026 - 23:59 (UTC) Country Japan Type of...
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the research project “Formal Methods and Verification Tools for Next-generation Automotive System Platforms” supported by CREST, Japan Science and Technology Agency. https://www.jaist.ac.jp/project/crest_fmap/en
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-edge AI methods for survey astronomy. The successful candidate will collaborate closely with Profs. Vinicius Mikuni, Hironao Miyatake, and other members of KMI, to develop data science techniques
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conduct researches of transport phenomena and dynamics of chemical reaction using the approaches of active matter, nonequilibrium statistical physics, theory/mathematical calculation method of nonlinear
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gene functions and intractable diseases; 4) to reconstitute key human cell lineages and tissues in vitro and validate their properties based on integrative information; and 5) to contribute to formalize
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who have strong expertise in either MRI-based functional neuroimaging or clinical neurophysiological methods, and who are motivated to integrate both approaches to advance research. We develop and apply
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methods to identify animal viruses with high potential to cause future pandemics. The laboratory is seeking an academic staff member who has a flexible attitude and can contribute to developing and
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TIGR-Tas using molecular biology, and biochemical methods. The candidate is also expected to engineer the systems as molecular tools for therapeutic applications. In particular, the candidate is expected
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of the recruitment and description of the project Research on magnetic properties and related topics employing statistical physics methods. The successful candidate is expected to study the static and dynamical
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on metric spaces. 2. Participate in the activities of the Analysis on Metric Spaces Unit. 3. Assist tutoring and mentoring students. Qualifications: (Required) 1. PhD in Mathematics with research interests