Our team is making , which promises both fault tolerance and significant resource savings.
Computing with non-Abelian anyons, which are a type of quasiparticle, is sought after as it offers an enticing alternative to some of the biggest challenges in mainstream quantum computing. Estimates vary, but some scientists have calculated that some of the trickiest parts, like T gates and magic states distillation, can take up to 90% of the computer鈥檚 resources (when running something such as Shor鈥檚 algorithm). The non-abelian approach to quantum computing could mitigate this issue.
In a new paper in collaboration with Harvard and CalTech, our team is one step closer to realizing fault-tolerant non-Abelian quantum computing. This paper is a follow-up to our , where we demonstrated control of non-Abelian anyons. This marks a key step toward non-Abelian computing, and we are the only company who has achieved this. Additionally, we are the only company offering commercially-available mid-circuit measurement and feed-forward capabilities, which will be vital as we advance our research in this area.
, our team prepared the ground state of the 鈥淶3鈥 toric code 鈥 meaning this special state of matter was prepared in qutrit (3 states) Hilbert space. Before now, topological order has only been prepared in qubit (2 states) Hilbert spaces. This allowed them to explore the effect of defects in the lattice (for the experts, this was the 鈥減arafermion鈥 defect as well as the 鈥渃harge-conjugation鈥 defect. They then entangled two pairs of charge conjugation defects, making a Bell pair.
All these accomplishments are critical steppingstones towards the non-Abelian anyons of the 鈥淪3鈥 toric code, which is the non-Abelian approach that promises both huge resource savings previously discussed because it (unlike most quantum error correction codes) provides a universal gate set. The high-fidelity preparation our team accomplished in this paper suggests that we are very close to achieving a universal topological gate set, which will be an incredible 鈥渇irst鈥 in the quantum computing community.
This work is another feather in our cap in terms of quantum error correction (QEC) research, a field we are leaders in. We recently demonstrated a , we performed , and we independently . We鈥檝e surpassed the 鈥渂reak-even鈥 point multiple times, . This latest work in non-Abelian QEC is yet another crucial milestone for the community that we have rigorously passed before anyone else.
This world-class work is enabled by the native flexibility of our Quantum Charge Coupled Device (QCCD) architecture and its best-in-class fidelity. Our world-leading hardware combined with our team of over 500 employees, including 370+ scientists and engineers, means that we have the capacity to efficiently investigate a large variety of error correcting codes and fault-tolerant methods, while supporting our partners to do the same. Fault tolerance is one of the most critical challenges our industry faces, and we are proud to be leading the way towards large scale, fault-tolerant quantum computing.


