Q-Presyn reduces the number of quantum circuits up to 25 qubits

Machine Learning


Reducing the number of costly gates remains a key challenge to achieve practical and fault-tolerant quantum computing. Daniele Rizzio Bosco, Lukasz Cincio and Giuseppe Serra from the University of Udine and Los Alamos National Laboratory, together with M. Cerezo, present a new approach to optimizing quantum circuits. in front They compile into basic gate operations. Their work introduces \textsc{Q-PreSyn}, a reinforcement learning strategy that intelligently applies local edits to the structure of a circuit, aiming to minimize the resulting -count, a key metric that influences the feasibility of executing complex algorithms. By learning effective sequences of these edits, the team demonstrated significant count reductions of up to 20% in circuits containing 25 qubits without compromising computational accuracy, potentially unlocking the ability to run larger and more sophisticated quantum programs.

Their work introduces \textsc{Q-PreSyn}, a reinforcement learning strategy that intelligently applies local edits to the structure of a circuit, aiming to minimize the resulting -count, a key metric that affects the feasibility of complex algorithms.

Reinforcement learning significantly reduces the number of T-gates in quantum circuits

Scientists have demonstrated a breakthrough strategy to optimize quantum circuits, showing the potential to enable significant advances in fault-tolerant quantum computing. This breakthrough addresses a critical bottleneck in quantum computation, where the large number of T-gates often determines whether a circuit can run successfully. In this study, we reveal how to strategically modify the equivalent circuit representation through local merging operations, preserving overall computation while changing its structure to facilitate more efficient synthesis.
This improvement comes from the agent’s ability to detect long-term dependencies between merge operations, which outperforms simpler greedy approaches. This work contributes to a universal pre-synthesis stage that is compatible with a wide variety of compilation pipelines, providing significant benefits for short-term quantum devices where T-gates dominate the computational cost. Additionally, the researchers made all of their code publicly available, allowing the broader quantum computing community to reproduce their results and build on this innovative methodology. The implications of this research go beyond just immediate performance improvements. This paves the way for developing more sophisticated quantum compilers that can automatically optimize circuit representations for specific hardware architectures. This innovative approach is expected to be a valuable tool for researchers and developers working to overcome the challenges of building practical quantum computers.

Reinforcement learning for T-gate reduction in circuits

This work addresses the challenge of minimizing the number of T-gates, a major cost in short-term implementation, by intelligently reshaping the circuit before applying standard synthesis algorithms. This work pioneered a way for RL agents to learn sequences of local edits, especially merge operations that change structure while preserving circuit equivalence. In our experiments, we adopted a planning problem formulation that frames the reduction of the final T count as the goal that the RL agent should achieve. The team designed a system in which an agent iteratively applies merge operations and evaluates the T-count of the resulting circuit after synthesis to refine the strategy.
The researchers validated Q-PreSyn’s performance using a dataset of quantum circuits with up to 25 qubits. Importantly, this method is designed as a generic preprocessing step that is compatible with a variety of compilation pipelines and synthesis algorithms. This study demonstrates that learning-based structural transformations can significantly improve synthesis efficiency across a variety of applications, including general unitary Clifford+T synthesis, real-time evolution, and match-gate synthesis.

Q-PreSyn reduces the T-count of quantum circuits through optimization.

The team measured the impact of Q-PreSyn by exploring equivalent circuit representations through unitary-preserving merge operations. These operations change the local structure of the circuit and affect the efficiency of subsequent synthesis. The results show that by formulating the task of minimizing T-count as a planning problem and using reinforcement learning (RL), favorable sequences of these merge operations can be effectively identified. Specifically, the RL agent learns to identify circuit representations whose T counts decrease during synthesis, and shows consistent improvement across different Clifford+T synthesis scenarios.

Tests demonstrate that this method consistently improves post-synthesis efficiency across common unitary, real-time evolutionary, and diverse circuit structures. The data show that Q-PreSyn successfully navigates the space of equivalent circuit representations and identifies circuits that allow for more efficient synthesis and lower T-counts. In this study, we formalize the problem of finding advantageous merge sequences as a planning optimization task and show that RL-based strategies outperform greedy approaches and are able to reveal long-term dependencies between merges.

Q-PreSyn uses reinforcement learning to reduce T-counts and achieve state-of-the-art technology

This represents a significant improvement in fault-tolerant quantum computing compilation pipelines and could enable the execution of circuits previously thought to be resource-intensive. The authors acknowledge that the performance of Q-PreSyn is dependent on the specific circuit representation and synthesis algorithm used, and further research is needed to explore its scalability to larger and more complex circuits. Future research directions include exploring different reinforcement learning algorithms and reward functions to further optimize the merge sequence selection process, as well as investigating the application of Q-PreSyn to other quantum circuit optimization tasks.



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