Table of Contents
The University of Surrey in the UK invites applications for the Surrey International Scholarship for Psychology open to graduate students for 2019/2020 academic year.
This is a new scholarship award for 2019 entry available only to overseas fee payers.
To be eligible, applicants must hold an offer to study a full-time MSc course offered within the Department of Psychology at the University of Surrey, where we may award £5,000 for offer holders achieving a UK first-class honours (or international equivalent) and £2,500 for those achieving a UK 2:1 with honours (or international equivalent).
Successful awards will be automatically allocated based on the above criteria and no separate application form is required.
Worth of Award
A £5,000 or £2,500 scholarship for international postgraduate psychology students.
Eligibility
- To be eligible for this scholarship you must achieve either a 2:1 or a first-class honours degree or equivalent and be an overseas fee paying student (this scholarship is not available for students eligible for home/EU fees).
- You must be self-funded, paying for your studies independently rather than being sponsored or in receipt of another scholarship.
- You must apply for your chosen course within the permitted timeframe and confirm your wish to study by paying the required deposit in advance of the deadline.
- You must be an offer holder for a full-time programme in one of the below courses starting in the academic year 2019/20:
- Developmental Psychology in Research and Practice MSc
- Environmental Psychology MSc
- Health Psychology MSc
- Psychology (Conversion) MSc
- Research Methods in Psychology MSc
- Social Psychology MSc
How to Apply
There is no formal application procedure for this scholarship. The University will identify any potential candidates.
Deadline: applications are open
View More jobs in this Sector click here
Explore More Job Vacancies click here
Generate best resume for this job click here
Join with the thousands of job seekers on our telegram channel click here
