675 computer-programmer-"https:"-"UCL" "https:" "https:" "https:" "https:" "https:" "https:" "Univ" positions at University of Sheffield
Sort by
Refine Your Search
-
Listed
-
Category
-
Country
-
Program
-
Field
-
"ROSEHIPS" Programme Grant. The ROSEHIPS project is focussed on creating new technology for Population-Based Structural Health Monitoring (PBSHM). It is a consortium between the Universities of Sheffield
-
ACCE+ DLA programme: Landscape-scale drivers and limits of endangered species spatial and temporal distribution School of Biosciences PhD Research Project Competition Funded Students Worldwide Prof
-
entry requirements and research at the University of Sheffield, and how to apply visit our school’s webpages at https://www.sheffield.ac.uk/biosciences/postgraduate/phd Science Graduate School As a PhD
-
BBSRC Yorkshire Bioscience DLA Programme: Genomics and development of an exaggerated sexual trait in stalk-eyed flies School of Biosciences PhD Research Project Competition Funded Students
-
BBSRC Yorkshire Bioscience DLA Programme: From Flies to Fish: Exploring Neural Synchrony in Visual Processing School of Biosciences PhD Research Project Competition Funded Students Worldwide Prof M
-
microbiological culturing, molecular skills, bioinformatics and statistics. The project is flexible and can be guided by the interests of the student. Please apply for this project using this link: https
-
ACCE+ DLA Programme: Assessing the Future Effectiveness of Spatial Conservation Networks in tetrapods School of Biosciences PhD Research Project Competition Funded Students Worldwide Prof Gavin
-
BBSRC Yorkshire Bioscience DLA Programme - Decoding the epigenetic language shaping root parasite-host communication School of Biosciences PhD Research Project Competition Funded Students Worldwide
-
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
-
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