Dataverse for all quantum computing projects of the Institute of Architecture of Application Systems (IAAS)
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Adobe PDF - 201.6 KB - MD5: 11f669c77e88e3114732fec1b66cac8c
Figure 2: Average risk of QNNs that are trained with training samples of varying Schmidt rank r comprised of randomly sampled Schmidt basis vectors.
Python Source Code - 7.9 KB - MD5: 7cf85753480f2bb138f59e5d96735313
The QNN training routines that are used in the experiments.
Python Source Code - 567 B - MD5: 2d59023ea07e02020019970d499218fa
Structure of QNN implementations.
Python Source Code - 4.4 KB - MD5: 880496a1590c56ea84ba76c2c826db7a
Collection of various quantum gates implemented using pytorch for the QNN implementations.
Plain Text - 113 B - MD5: 2afe47d43d99e1cebff654aec793343a
Python requirements for experiments.
Python Source Code - 3.5 KB - MD5: 451c38f7f182216209d265037c71722a
Utility functions for computing risk.
Python Source Code - 9.8 KB - MD5: fca958b2e95c257b8cebd29fc81b41fd
Functions/Classes required for training with observables/training by sampling from measurements.
ZIP Archive - 43.6 KB - MD5: 364ec719013af5ad6c6fc07d236211ad
Unitary matrices (as pytorch files) that were used as target operators in the experiments.
Python Source Code - 5.2 KB - MD5: a5623fd0ce92b1547522e599c9fc5ec9
General utility functions.
Jan 29, 2024
Bechtold, Marvin; Barzen, Johanna; Leymann, Frank; Mandl, Alexander, 2024, "Data repository for: Cutting a Wire with Non-Maximally Entangled States", https://doi.org/10.18419/DARUS-3888, DaRUS, V1, UNF:6:79HIPgCvMDi51TZ2V7NUew== [fileUNF]
This dataset contains the replication code for the publication titled "Cutting a Wire with Non-Maximally Entangled States." The provided code represents the version utilized to generate the experimental results documented in the corresponding publication. For comprehensive instructions on using the provided data and code, please refer to the README...
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