Postdoctoral Associate at University of York: Join the University of York’s Department of Mathematics and be part of the “Pyramids of Life” project, aiming to develop new approaches to manage marine ecosystems sustainably. As a Postdoctoral Research Associate, you will use mathematical modeling to forecast the effects of proposed changes in marine exploitation methods. The role involves working collaboratively with academic and external partners to develop size-resolved mathematical models of marine ecosystems. This fixed-term position offers the opportunity to contribute to groundbreaking research in marine resource management.
Designation: Postdoctoral Research Associate
Research Area: Mathematical Modeling of Marine Ecosystems
Location: University of York Campus, UK
Eligibility/Qualification:
- A doctoral degree in mathematics, ecological modeling, or a related field.
- Proficiency in mathematical modeling techniques.
- Strong collaboration and interdisciplinary research skills.
- Good written and oral communication skills.
Job Description: As a Postdoctoral Research Associate, your responsibilities include:
- Developing size-resolved mathematical models of marine ecosystems.
- Collaborating with academic and external partners to apply these models for predicting the impact of novel exploitation patterns.
- Ensuring the practicality and commercial viability of proposed changes in marine resource management.
- Interdisciplinary working with academic departments and stakeholders to achieve research goals.
This is a fixed-term position until 30/09/2024, with the possibility of a 10-month extension.
How to Apply: Interested candidates are invited to apply by 07/11/2023. Applications should include the following documents:
- CV.
- Cover letter.
- Contact information for 2-3 referees.
To apply, visit the University of York’s application portal.
Last Date for Apply: 07 November 2023
Don’t miss the opportunity to join a dynamic research project aimed at improving the sustainability of marine ecosystems through mathematical modeling and interdisciplinary collaboration.
