Where it applies
Engineered for high-stakes complexity
Classical solvers struggle as combinatorial problems grow. Quantum annealing maps discrete decisions onto a physical energy landscape and samples its lowest-energy states, which makes it a strong candidate for the problems below.
01
Logistics and routing
Fleet routing that raises utilisation and cuts empty miles, multi-modal network balancing, and re-planning of warehousing, inventory and distribution when supply is disrupted. Traffic-flow models for congested city grids and autonomous fleets.
02
Workforce, plant and robot scheduling
Shift rotations that respect skills, certifications, agreements and sudden absences; production lines sequenced for less idle time and fewer tool changes; coordinated paths for robots and AGVs without deadlocks or collisions.
03
Portfolio and financial optimisation
Asset selection, index tracking, rebalancing and tax-loss harvesting formulated as QUBO models, with transaction costs, lot sizes and liquidity constraints built into the model rather than added afterwards.
04
Materials and physical simulation
Magnetic and spin-glass models, phase transitions and other many-body systems simulated natively on the annealer, to narrow down what is worth making before anything goes to the lab.
05
Drug discovery and machine learning
Conformer search and candidate screening for drug discovery, and quantum sampling inside machine-learning pipelines, such as feature selection and training generative models over rugged search spaces.