Cross-border capital architecture for principals and family offices operating in more than one jurisdiction.
AueraFin designs capital architecture and settlement architecture for cross-border operators — family-owned companies, principals, and family offices — using traditional banking rails together with regulated digital settlement infrastructure. We do not manage assets. We do not hold custody. We design the structure and coordinate with your existing legal and tax counsel.
Why Work With Us
Most advisory firms describe cross-border work as tax planning or deal execution. Capital architecture is the layer beneath both: how capital is held, moved, settled, and preserved across jurisdictions when a single banking rail is no longer an acceptable point of failure. AueraFin designs that layer for operators whose footprint already spans more than one country.
Family offices do not need another allocator. They need a designed structure for custody coordination, multi-jurisdictional structuring, and settlement architecture that their existing managers, counsel, and banks can execute. AueraFin is retained as the architectural function — not as a multi-family office and not as an investment adviser.
Settlement architecture is distinct from asset allocation. Diversifying holdings while remaining on one rail leaves the infrastructure unpriced. We design hybrid settlement infrastructure — traditional correspondent banking plus regulated digital settlement layers — so that no critical function depends on a single rail.
Official Leadership – AueraFin LLC & AueraFin OÜ
Kim Vinter
Managing Partner
Kenji Saito
Partner
AueraFin LLC and AueraFin OÜ are solely managed by the founders pictured above. We operate exclusively in North America, the European Union, the United Arab Emirates, and Brazil. We have no operations, employees, or affiliations in India or Africa.
The only official website is auerafin.com.
Please request official registration documentation before any engagement — it is issued exclusively under the names of the representatives shown here.
