Syfe reported greater than US$2 billion in shopper returns in 2025 and stated it reached group profitability within the fourth quarter throughout Singapore, Hong Kong and Australia.
The outcomes got here amid risky international markets. Property underneath administration rose previous US$10 billion.
The 12 months additionally noticed Syfe purchase and take personal ASX-listed Selfwealth, which now operates as Selfwealth by Syfe.
It additionally closed a US$80 million Sequence C spherical and launched new merchandise, together with a non-public credit score partnership with BlackRock in Singapore.
Hong Kong recorded the strongest development, with property underneath administration rising practically six instances from the earlier 12 months.
Syfe stated its deal with reducing funding prices resulted in US$88 million in shopper price financial savings in 2025.
The platform additionally paid out practically US$127 million in passive, lower-risk revenue to buyers during times of market stress.
“In 2025 we continued to basically redefine worth by means of innovation. Our strategy means actively eradicating obstacles that stop individuals from accessing high quality funding merchandise and recommendation.
An ideal instance is Syfe’s introduction of UCITS financial savings plans to the area this 12 months. It means anybody, irrespective of how little cash they’ve to begin, can usually make investments small quantities into the type of high-quality funds normally reserved for the high-net-worth,”
stated Dhruv Arora, Founder & CEO of Syfe.
Syfe plans additional growth in 2026. Choices buying and selling will launch this month in Singapore on Syfe Brokerage, with Australia and Hong Kong set to see further options as Selfwealth by Syfe continues integration.
Arora added that the transfer into profitability strengthens the corporate’s capacity to put money into new merchandise, markets and expertise within the 12 months forward.
Featured picture: Edited by Fintech Information Singapore, based mostly on picture by noob by way of Freepik
