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Jean Heywood Postgraduate Scholarship – University of Auckland
Scholarship details
| Study levels | Postgraduate |
|---|---|
| Value | Up to $15,000 |
| Length | 1 year |
| Open date | Tuesday, 26 October 2021 |
| Close date | Tuesday, 7 December 2021 |
| Enrolment status | Full-time |
About the scholarship
However we strongly advise that you check the regulations, application forms and any other information that is available, to ensure you meet the eligibility criteria for any application you might make, and that you understand the implications of any regulations, awarding value and closing dates.
How To Apply
Please read the regulations carefully to be sure you are eligible to apply. Then click on the 鈥淎pply now鈥 button and complete the online application form. We recommend you check the form early in case a reference or endorsement is required to support your application, and to familiarise yourself with the form. All sections (including request sections) must be completed by the closing date, which is midnight on the specified date (unless stated otherwise). We recommend you do not have two different scholarship applications open within the same browser.
Outcomes are determined by a selection committee and are usually notified around six weeks after the closing date.
Entry requirements
'- To take up and be paid the Scholarship, the candidates must be enrolled full-time in a masters degree in either Mathematics or Statistics at the University of Auckland.
- One scholarship will be awarded in Mathematics and one in Statistics each year. Where no suitable candidate exists in one of these subject areas the Selection Committee may opt to award 2 scholarships in one area.
- The basis of selection will be academic meritas assessed by the grade point average (GPA) or grade point equivalent (GPE) calculated over the most recently completed qualifying programme and the potential to succeed in the study of Mathematics and/or Statistics. Successful candidates will have a minimum GPA/GPE of 7.00 (6.50 for Maori or Pacific candidates) (see Note I).