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advance research in mathematics (algebra, geometry, and analysis). The successful candidate will engage in the construction and deepening of mathematical theories that are foundational to various areas
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structural analysis of designed biomolecules. The successful candidate will primarily focus on membrane proteins and peptides, and will be involved in biomolecular design work, including computational protein
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Data Assimilation, ESG Analysis, and Complex Network Theory for the Preservation of Global Commons” (Sub Project Leader: Tetsuo Hatsuda, Director of Division of Applied Mathematical Science) within
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and developing/improving the algorithm for estimating radiative fluxes and heating rates. The candidate will also conduct observational analysis to diagnose physical processes of cloud, precipitation
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-scale processes using instrumental analysis to evaluate its quality. Improve the commercial-scale process to establish a more efficient and cost-effective process. * Assigned department Existing
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, clearly indicate this. Indicate the most recent impact factor for each publication. Major original papers (maximum of 3, in PDF format) Summary of past research (any format, approximately 1000 words in
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of Measure Theory and Functional Analysis is appreciated. Submission Documents (to be sent via email to amedeo.esposito@oist.jp) Cover letter (English) Curriculum vitae (English) Research Statement (English
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particle physics, nuclear physics, cosmology, chemistry, biology, and mathematics. Mathematical modeling, knot and knotoid theories, periodic tangles, topological defects, and topological data analysis
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estimation (7) Mathematical analysis and modeling of social behaviors where numbers (1)-(7) above correspond to the same numbers in the [Laboratory] section above. Applicants will be considered