Senior AI Engineer
Pubblicato il 01-10-2026 - HLPY in Italia
We’re building the future of mobility.
At hlpy, we’re building much more than a company.
We’re building the technology platform that is transforming how mobility services are delivered across Europe.
Every month, our platform orchestrates tens of thousands of real-world operations, connecting drivers, insurers, fleets, OEMs, service providers and business partners through technology.
As we continue to expand internationally, broaden our product offering and integrate new businesses, the complexity of what we do grows with us.
Scaling hlpy isn’t simply about increasing revenues.
It’s about building an organization capable of executing consistently across countries, products and teams.
To get there, strategy alone isn’t enough.
Execution is what makes the difference.
That’s why we’re looking for a genuinely Senior AI Engineer to take ownership of it. This is the most senior hands-on AI role at hlpy, and it comes with a specific kind of mandate. What exists today is deliberately early: prototypes and first working versions, built at speed to prove that the ideas hold. They do.
What they were not yet built for is scale, and our evaluation coverage is thinner than we want it to be. Taking that work from promising to production-grade across four countries is the job.
It is an open brief. You would be arriving early enough to shape the foundations rather than inherit them finished.
How the role will shape up
The split will evolve over time, but roughly:
- ~60% building, running and proving out our production AI agents.
- ~25% making HLPY’s Engineering organisation faster by embedding AI properly into how we build software.
- ~15% being the company’s go-to person for what AI can — and can’t — do.
All three areas matter to us. We want to be upfront that this is not just a coding role : you’ll have a broad impact across the company, and helping the wider organisation make the most of AI is a core part of the job.
Key Responsibilities
1. Own the agent ecosystem, and prove i