1 to 10 of 264 Results
Jan 30, 2025
Fellner, Tobias; Tovey, Samuel; Holm, Christian; Spannowsky, Michael, 2025, "Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"", https://doi.org/10.18419/DARUS-4742, DaRUS, V1, UNF:6:nD61gsDlXntC4Nuq53H6kQ== [fileUNF]
The scripts provided here are for reproducing the results of "Generating Quantum Reservoir State Representations with Random Matrices" (https://doi.org/10.48550/arXiv.2404.07278). See the README.md file for details and instructions. |
Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Jupyter Notebook - 1.3 MB -
MD5: d22c371b7995f4c5361f3be448720bd1
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Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Python Source Code - 4.1 KB -
MD5: caad902d5835ddb3fed6aa019ed9fa90
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Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Python Source Code - 625 B -
MD5: 3657a6ac7fc7da72ed387ba30f6ec2ab
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Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Jupyter Notebook - 44.0 KB -
MD5: a9fb3d837e85d98de928b4d34736a715
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Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Unknown - 11.6 KB -
MD5: decb7ca0e64b2378aab824e033df679e
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Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Python Source Code - 281 B -
MD5: d1052a2bc3a48d696e42d9d2df37e95c
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Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Python Source Code - 2.1 KB -
MD5: f3c6806b67c3187564bad706ef4e5d12
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Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Tabular Data - 184.1 KB - 1 Variables, 10000 Observations - UNF:6:nD61gsDlXntC4Nuq53H6kQ==
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Jan 30, 2025 -
Replication Scripts for: "Generating Quantum Reservoir State Representations with Random Matrices"
Python Source Code - 2.5 KB -
MD5: 0eb3aedb922c4b5a26ea4cc153ca973b
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