Fermionic routing
Quantum compilation / 2026
Optimal depth scaling.No extra qubits.
A two-dimensional grid. Correct positions and phase.
Quantum computingDantong
Dantong
Li
Computer Science
Ph.D. Candidate
Yale University
Computer Science Ph.D. Candidate
Yale University
Algorithms and compilation.
Error correction and mitigation.
Machine learning.
Optimal depth scaling. No extra qubits.
A two-dimensional grid. Correct positions and phase.
arXiv:2605.26041 (2026) · Preprint ↗Quantum decoding. Built to transfer.
Transformer decoders transfer across code distances.
Fast ML for Science @ ICCAD2023 · arXiv:2311.16082 ↗Incompatibility, measured.
Use coherent order to read measurement incompatibility.
Physical Review Letters 130, 170201 (2023) ↗Quantum gradients. Higher derivatives.
Read slopes and higher derivatives from quantum circuits.
IEEE QCE2025 · arXiv:2408.05406 ↗Optimize circuits. One part at a time.
Inspect a small circuit window. Keep the same operation.
IEEE QCE2025 ↗Detection and mitigation. Designed together.
Sample operations. Check runs. Combine signed results.
arXiv:2604.19871 (2026) · Preprint ↗