696 computer-programmer-"https:"-"CNR" "https:" "https:" "https:" "https:" "U.S" positions at University of Sheffield
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BBSRC Yorkshire Bioscience DLA Programme: Signalling complexes and cell wall changes during plant reproduction School of Biosciences PhD Research Project Competition Funded Students Worldwide Dr
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BBSRC Yorkshire Bioscience DLA Programme: The role of long non-coding RNAs in guard cell function and development School of Biosciences PhD Research Project Competition Funded Students Worldwide Dr
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will also be considered. References Korsós et al., ApJL 802 L21 (2015) https://iopscience.iop.org/article/10.1088/2041-8205/802/2/L21 Korsós, Chatterjee, Erdélyi, ApJ 857 103 (2018) https
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an interdisciplinary supervisory team and an established Advisory Programme. The student will join the well-funded and friendly Whitfield lab (see blog). Please apply for this project using this link: https
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of the most significant challenges facing the UK’s programme of remediation and restoration of the Sellafield site, expected to be complete in the next century. The PuMaS hub will support ~20 PhD students along
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The Japanese Long-Baseline Neutrino Programme (T2K, Super-Kamiokande and Hyper-Kamiokande) School of Mathematical and Physical Sciences PhD Research Project Competition Funded UK Students Dr Patrick
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Investigators. Participate in mandatory study days. Identify self-training needs to the project site lead. Participate in training courses as required by project site lead. Pursue a suitable programme of academic
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molecular detail. You will use a combination of structural computational/artificial intelligence approaches, protein biochemistry and single-molecule techniques, such as optical tweezer assays and single
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l-modular representations of p-adic groups in the local Langlands programme (S3.5-MPS-Kurinczuk) School of Mathematical and Physical Sciences PhD Research Project Competition Funded Students
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of the system is within the set at some time, then it is guaranteed to remain within the set for all future times. Therefore, being able to characterize and compute these sets is of prime importance when