Technology
How can we help you?
These are the questions we get asked most before anyone signs anything. No sales language, just the honest technical answer.
It has its origins in the study of quantum computing and quantum systems, yet it runs on conventional computers. Thinking about how a quantum computer would approach a problem often opens up new ways to solve it, including on ordinary hardware.
For many problems, quantum-inspired algorithms capture some of the advantages promised by quantum hardware: faster computation, better solutions, or lower memory use. We use these advantages to deliver real business value today, not as a bet on future hardware.
The insight comes from understanding hard problems through the lens of quantum information. Often, simply redefining a problem this way opens the door to solutions with real speedups. Other times, we can turn a quantum algorithm into a classical one that keeps a useful part of that advantage. We wouldn't have found these algorithms without understanding how quantum systems work.
Yes and no. Quantum-inspired algorithms can run on individual machines, large clusters, or cloud infrastructure. We deliver ours as a SaaS product.
Yes, largely. Because they're inspired by quantum algorithms, they share conventions and problem definitions with their quantum counterparts, so the two are broadly interchangeable. If you're planning for a future that includes quantum hardware, we can help you build something that benefits from both.
No. Some of our algorithms take inspiration from quantum computing, but they're built from scratch as new, highly efficient algorithms. They don't imitate a universal quantum computer.
No. Quantum computers today are fragile and expensive, and running ordinary computations on one would waste resources. Qubits are typically slower than ordinary bits, so a quantum speedup isn't worth it for every task. When a problem needs very little entanglement, a quantum-inspired algorithm running on ordinary hardware is usually the faster, cheaper choice.
No. A small number of quantum algorithms, like factoring, offer exponential speedups with no classical equivalent. In those specific, well-understood cases, that advantage is real and can't be reproduced classically. Nobody expects that to change.
