Efficient Circuit Transpilation of Commuting Gates on 2D Grids | Paper Citation Record

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This paper cites 1, finds the initial mapping for a given SWAP strategySj.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids 1, finds the initial mapping for a given SWAP strategySj

Reference 2

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This paper cites We consider a rectangular coupling map withnr rows andn c =⌈n/n r⌉ ≥n r columns, leaving only a few unused qubits.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids We consider a rectangular coupling map withnr rows andn c =⌈n/n r⌉ ≥n r columns, leaving only a few unused qubits

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This paper cites (B.1) dominates the circuit depth.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids (B.1) dominates the circuit depth

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This paper cites (B.1) dominates the circuit depth.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids (B.1) dominates the circuit depth

Reference 7

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Observation be622d7a-6e9c-47f5-88b3-910418c93adb · outbound

This paper cites Pinedo,Scheduling: Theory, algorithms, and systems (Springer, 2016).

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Pinedo,Scheduling: Theory, algorithms, and systems (Springer, 2016)

Reference 10

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This paper cites Katoh and T.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Katoh and T

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Observation ad1d948b-0c10-490c-9ce6-8edc6c2519ad · outbound

This paper cites Feige, A threshold of ln n for approximating set cover, Journal of the ACM45, 634 (1998).

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Feige, A threshold of ln n for approximating set cover, Journal of the ACM45, 634 (1998)

Reference 17

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Observation 591155ec-2369-4246-8e3b-fe96d9b9d6d6 · outbound

This paper cites Montanaro, Quantum algorithms: an overview, npj Quantum Information2, 1 (2016).

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Montanaro, Quantum algorithms: an overview, npj Quantum Information2, 1 (2016)

Reference 18

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This paper cites Bharti, A.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Bharti, A

Reference 19

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Observation ba5d2c1e-7e0a-4568-a8f8-2f97f4f19ff8 · outbound

This paper cites Exponential quantum advantage in processing massive classical data.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Exponential quantum advantage in processing massive classical data

Reference 20

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Observation b4f1b8aa-1f29-461f-803b-4b3568e748d2 · outbound

This paper cites Hangleiter, Has quantum advantage been achieved? (2026) arXiv:2603.09901.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Hangleiter, Has quantum advantage been achieved? (2026) arXiv:2603.09901

Reference 21

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This paper cites Lucas, Ising formulations of many NP problems, Fron- tiers in Physics2, 5 (2014).

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Lucas, Ising formulations of many NP problems, Fron- tiers in Physics2, 5 (2014)

Reference 22

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This paper cites A Quantum Approximate Optimization Algorithm.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids A Quantum Approximate Optimization Algorithm

Reference 23

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This paper cites Rajak, S.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Rajak, S

Reference 24

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Observation 791f4249-ac94-4fc3-bfea-cce5b54dea17 · outbound

This paper cites Drăgoi, A.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Drăgoi, A

Reference 26

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This paper cites LightSABRE: A Lightweight and Enhanced SABRE Algorithm.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids LightSABRE: A Lightweight and Enhanced SABRE Algorithm

Reference 28

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This paper cites Maslov, S.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Maslov, S

Reference 30

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This paper cites Weidenfeller, L.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Weidenfeller, L

Reference 31

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Matsuo, S

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This paper cites Rigetti and M.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Rigetti and M

Reference 33

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Chamberland, G

Reference 34

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Bravyi, A

Reference 35

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Observation 8ea2b5cf-4434-45c6-a065-c22f877c6674 · outbound

This paper cites Quantum Optimization Benchmarking Library - The Intractable Decathlon.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Quantum Optimization Benchmarking Library - The Intractable Decathlon

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This paper cites Zhou, S.-T.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Zhou, S.-T

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Brandhofer, D

Reference 38

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This paper cites Willsch, D.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Willsch, D

Reference 39

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This paper cites Alessandroni, S.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Alessandroni, S

Reference 40

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This paper cites Ebadi, A.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Ebadi, A

Reference 41

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This paper cites Cococcioni and L.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Cococcioni and L

Reference 42

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This paper cites html, accessed: 2026-03-10.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids html, accessed: 2026-03-10

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Quantum computing with Qiskit

Reference 46

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Wurtz and D

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This paper cites The Quantum Approximate Optimization Algorithm at High Depth for MaxCut on Large-Girth Regular Graphs and the Sherrington-Kirkpatrick Model.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids The Quantum Approximate Optimization Algorithm at High Depth for MaxCut on Large-Girth Regular Graphs and the Sherrington-Kirkpatrick Model

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This paper cites Here, large girth refers to graphs whose shortest cycles are long, implyingthatlocalneighborhoodsuptoafixedradiusare cycle-free.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Here, large girth refers to graphs whose shortest cycles are long, implyingthatlocalneighborhoodsuptoafixedradiusare cycle-free

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This paper cites Viola, E.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids Viola, E

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Observation 845d8dd7-1580-477b-bf30-5d4ac9f23148 · outbound

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Niu and A

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Pokharel, N

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Observation 1cbe47c6-b2e2-4a69-8e3a-bd68d80b4b16 · outbound

This paper cites In particular, when two adja- centverticesarebothselected, oneofthemisremovedac- cording to a fixed ordering of the vertices, ensuring a de- terministic and reproducible outcome.

Efficient Circuit Transpilation of Commuting Gates on 2D Grids In particular, when two adja- centverticesarebothselected, oneofthemisremovedac- cording to a fixed ordering of the vertices, ensuring a de- terministic and reproducible outcome

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Observation 05076008-7b84-4c67-b847-5c79508cefad · outbound

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids [28]) for which Gurobi 11.0.0 did not prove optimality within the7200s time limit

Reference 56

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Observation 6848a2f6-ecf3-4cb1-9226-bd2d75605a27 · outbound

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Tour de gross: A modular quantum computer based on bivariate bicycle codes

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Observation 7bbaaea2-d511-44b5-a2bc-06d78bc9acfb · outbound

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Pruning qLDPC codes: Towards bivariate bicycle codes with open boundary conditions

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Dembo, A

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Montanari, Optimization of the Sherrington– KirkpatrickHamiltonian,SIAMJournalonOptimization 26, 1088 (2016)

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Observation 930626a1-7fc5-4fff-8b0a-02112cfea8ee · outbound

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Efficient Circuit Transpilation of Commuting Gates on 2D Grids Rossmannek, J

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