11 to 20 of 105 Results
Adobe PDF - 135.9 KB -
MD5: cf95b072843c452a8f6cae28a7ea7141
Plot from the generated data of experiment 1. |
Jupyter Notebook - 58.7 KB -
MD5: dddcc6cf6126e960de35b77316a6c9dd
The main entry point to plot generated data. Requires the data as CSV file. |
Markdown Text - 2.1 KB -
MD5: e578ebbd1e188030418ecb9c26adc624
Readme file with additional information on the data and code. |
Plain Text - 2.1 KB -
MD5: f5d9b3247d64823beabb16315090f872
Python requirements for reproduction. |
Python Source Code - 1.3 KB -
MD5: a0cdda6de40f11db533b691699e3ec80
Functions to generate entangled states |
Python Source Code - 2.7 KB -
MD5: b244c0ef8c8a9c58576370ae90a79590
Tests for functions in "cut.py". |
Python Source Code - 1.2 KB -
MD5: 2f60a0784ca977a192382cfa97dd44d3
Tests for functions in "mubs.py". |
Python Source Code - 3.4 KB -
MD5: 28071dfefba2ca9109976f6142dc7378
Tests for functions in "operators.py". |
Oct 8, 2024
Mandl, Alexander; Bechtold, Marvin; Barzen, Johanna; Leymann, Frank, 2024, "Data repository for "Minimial-Risk Training Samples for QNN Training from Measurements"", https://doi.org/10.18419/DARUS-4113, DaRUS, V1
Replication code and experiment result data for training Quantum Neural Networks with entangled data using one-dimensional projectors as observables. This is the version of the code that was used to generate the experiment results in the related publication. Experiments: - exp_inf_coeffvariation.py: Trains QNNs using training samples of varying Sch... |
Oct 8, 2024 -
Data repository for "Minimial-Risk Training Samples for QNN Training from Measurements"
Python Source Code - 24.6 KB -
MD5: de37947e29cd064e381011cfc7b1f24d
Collection of various QNN implementations. For the paper the implementation UnitaryParametrization is used. |