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quant-ph2026

ArcTN: Efficient Tensor-Network Contraction Planning for Quantum Circuit Simulation

Zhengyi Liu, Li Liu, Songtao Liu +7

Tensor-network simulation of quantum circuits depends on contraction orders with low computational cost and small intermediate tensors, found without excessive planning time. We pr…

quant-ph2026

Parallelizable Exact Synthesis of Quantum Circuits via Semi-Tensor Product

Chenjian Li, Dingchao Gao, Xiangzhen Zhou +3

Exact synthesis is a key infrastructure in quantum circuit synthesis and optimization, which provides optimal implementations of small circuit shards and is widely used as a circui…

quant-ph2026

Optimal Compilation of Syndrome Extraction Circuits for General Quantum LDPC Codes

Kai Zhang, Dingchao Gao, Zhaohui Yang +4

Quantum error correcting codes (QECC) are essential for constructing large-scale quantum computers that deliver faithful results. As strong competitors to the conventional surface…

quant-ph2025

Optimal Compilation Strategies for QFT Circuits in Neutral-Atom Quantum Computing

Dingchao Gao, Yongming Li, Shenggang Ying +1

Neutral-atom quantum computing (NAQC) offers distinct advantages such as dynamic qubit reconfigurability, long coherence times, and high gate fidelities, making it a promising plat…

quant-ph2024

DasAtom: A Divide-and-Shuttle Atom Approach to Quantum Circuit Transformation

Yunqi Huang, Dingchao Gao, Shenggang Ying +1

Neutral atom (NA) quantum systems are emerging as a leading platform for quantum computation, offering superior or competitive qubit count and gate fidelity compared to superconduc…