Research Student Fees and Stipends
In this section:
Students who commence their research from 2nd March onwards register as normal but are not liable for research fees until the next academic year.
The registration grace period applies to new students who have completed their registration during the period 2nd March to 31st July only (so have become fully registered research students). Those who have perhaps commenced the registration process but have not completed their registration as a research student by 31st July, will not be able to register for the current academic year and will instead have their registration finalised when registration for new students opens in the following academic year.
Students who do register between 2nd March and 31st July must also register again (as Year 1) when registration opens for the new academic year even though this may have meant registering twice in a short period of time.
The Card Fee scheme facilitates full-time and part-time research students' progression through the closing stages of their research degree by enabling them, when qualifying conditions are met, to avail of a reduced fee (EUR150) instead of the usual fee associated with their year of study.
In 2020-21 the Card Fee scheme applies only beyond specific registration periods:
- > 4 years full-time PhD or > 2 years full-time Masters, or
- > 5 year part-time PhD or > 3 years part-time Masters
- > 4 years Professional Doctorate
The scheme is administered by the Graduate Studies Office in cooperation with the Fees office and Registry.
Applicants must be in good standing in respect of fees. To apply a Card Fee Declaration (with student signature/s as appropriate) should be submitted to the GSO by 17th August 2020 and then qualification is confirmed upon submission of a soft bound thesis by Monday 28th June 2021.
Please note the pre-Christmas deadline.
The 'Thesis Submission and Oral Examination' doctoral guide produced by the Graduate Studies Office to assist students approaching the closing stages of their research can be found here.