Anna Sobek
5 months ago
Chemical persistence in the hadal zone, Group theory, arithmetic geometry & representation theory Stockholm University in Sweden
Degree Level
PhD
Field of study
Chemistry
Funding
Both PhD positions are fully funded. Funding includes a stipend/salary and tuition coverage. No specific stipend amount is mentioned.
Deadline
Expired
Country
Sweden
University
Stockholm University

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Where to contact
Official Email
Keywords
About this position
Funding details
Both PhD positions are fully funded. Funding includes a stipend/salary and tuition coverage. No specific stipend amount is mentioned.
What's required
Applicants should hold a relevant master's degree (or equivalent) in Environmental Science, Chemistry, Mathematics, or a closely related field. Strong academic record and interest in the research topics are expected. For Environmental Science, experience in chemical analysis, marine science, or microbiology is desirable. For Mathematics, background in group theory, arithmetic geometry, or representation theory is preferred. English language proficiency is required. No further requirements specified.
How to apply
Visit the provided application link for details and submit your application before the deadline. Contact the listed supervisor for the Environmental Science position or use the provided email for Mathematics inquiries. Ensure all required documents are included.
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Professors

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Stockholm University is inviting applications for two fully-funded PhD positions:
?? PhD in Environmental Science
?? Focus: Chemical persistence in the hadal zone (deep-sea trenches)
?? Supervisor: Prof. Anna Sobek – [email protected]
?? Department of Environmental Science
? Project explores how deep-sea sediments act as sinks for pollutants and whether hadal microbes can degrade persistent chemicals, with potential applications for sustainable bioremediation.
?? PhD in Mathematics
?? Focus: Group theory, arithmetic geometry & representation theory
?? Supervisor: [email protected]
?? Department of Mathematics
? Project connects group theory with areas such as the Langlands Program, Shimura varieties, moduli spaces, and motives.
?? Deadline for both: 3 November 2025
?? Location: Stockholm, Sweden ????
?? https://lnkd.in/gyefumT7
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