Eine komplette Bewerbung in einer Minute — maßgeschneiderter Lebenslauf und Anschreiben, versandbereit.
CACEIS Bank Germany Branch is seeking a VIE to support fund distribution and SEPA payment services in a cross-border European context. You will process subscriptions, assist clients, and prepare regulatory data while contributing to automation and innovation projects.
Requirements include a Master’s in Economics and strong analytical, communication, and Excel skills. The role offers an international work environment with German courses and a home office allowance as part of benefits.
VIE
24
01/01/2027
Non
TheVIE contract in short:
According Business France's eligibility conditions, the Volontariat International en Entreprise (VIE) is an assignment in a French company operating overseas for professionals between theage of18 and 28who areEuropean Economic Area(EU + Norway, Iceland und Liechtenstein)nationals.
If you are already living and paying taxes in Germany, you are unfortunately not eligible to do a VIE in Germany.
For further information about the eligibility conditions, we invite you to go to Business France website: https://mon-vie-via.businessfrance.fr/
In the area of fund distribution services, the team supports fund management companies in the distribution of investment fund units on the domestic market to investors and CACEIS clients.
The team is also responsible for SEPA payment services. SEPA payment types, such as credit transfers and direct debits, are initiated either by CACEIS clients or external parties.
The team cooperates closely with local CACEIS teams and with CACEIS entities outside Germany. It maintains regular contact with clients, external parties, and other market participants.
Your main responsibilities are to:
CACEIS Bank Germany Branch offers to its VIEs the followingbenefits:
Master's Degree in Economics
0 - 2 ans
Experience in fund industry, fund distribution or payment services is an advantage.
English: Fluent - German : skills are an advantage or Beginner with an interest to improve