The Blended Intensives Programmes (BIPs) are a new mobility format available to all doctoral students registered at UNIL. Each BIP combines online teaching with a short five-day period of physical mobility (similar to a summer or winter school) at another CIVIS university with students from across the Alliance.
CIVIS BIPs are linked to one of the five Alliance themes.
CIVIS BIPs are published on the CIVIS portal.
Conditions
- Agreement of the thesis supervisor
How to proceed
- If you are interested in a BIP, you should contact your thesis supervisor at UNIL to check that the project is feasible in terms of your research project. A learning agreement must be signed with your thesis supervisor.
- They apply online via the CIVIS BIP registration platform on the Alliance website. Doctoral students are selected in two stages:
- on the CIVIS side, by the BIP organisational team, depending on the motivation and background of the applicants.
- on the UNIL's International Relations (IR) department side, to check eligibility for the mobility grant. In principle, the results are sent no later than one month after the deadline for submitting BIP applications.
- If selected, a scholarship contract must be signed between the doctoral student and UNIL International Relations (erasmus@unil.ch). The scholarship will be paid as soon as possible after receipt of all documents (scholarship contract, learning agreement, BIP programme, travel tickets).
- The doctoral student can now take part in the online programme and the 5-day trip to the host university for physical mobility alongside professors and doctoral students from all over the Alliance. The duration and format of the online learning sessions, as well as the assessment of the knowledge acquired, depend on each CIVIS BIP.
- For doctoral students who are required to acquire ECTS credits as part of their thesis, a transcript of record is issued by the BIP coordinating institution upon successful completion of the course. The credits (3 to 6 ECTS depending on the BIP) can be counted as agreed in the learning agreement.
Financial support for PhD students
For physical mobility during the BIP, the PhD student will receive the following financial support (travel, meals and accommodation):
- A lump sum of CHF 80 per day of the in-personne programme (max: 5 days) ;
- A lump sum of CHF 80 for one day of outward travel and CHF 80 for one day of return travel;
- A lump-sum contribution towards travel costs in accordance with Movetia's mileage scale below:
![](data:image/png;base64,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)
- If a sustainable mode of transport (bus or train) is chosen, the PhD student can count up to two days of outward travel and two days of return travel if justified, and receive an additional lump sum of CHF 100 on presentation of travel documents.
Contact
M. Gregor Jancik
International relations service
Château de Dorigny
Tel: +41 21 692 20 24
TOP ^