Download manifests/2d/github.com__evarol__dredge.json from OpenScientificCodeRegistry/Database: direct link, hf CLI and curl.
- Browser
- Download file 7.78 kB
-
https://huggingface.co/datasets/OpenScientificCodeRegistry/Database/resolve/main/manifests/2d/github.com__evarol__dredge.json
- Command line
-
hf download hf://datasets/OpenScientificCodeRegistry/Database/manifests/2d/github.com__evarol__dredge.json
-
curl -L -o github.com__evarol__dredge.json https://huggingface.co/datasets/OpenScientificCodeRegistry/Database/resolve/main/manifests/2d/github.com__evarol__dredge.json
7.78 kB
| { | |
| "format": "oscr-script-manifest/1", | |
| "repository": "github.com/evarol/dredge", | |
| "url": "https://github.com/evarol/DREDge", | |
| "host": "github.com", | |
| "commit": "ed236113a0b6c29b376065440174da6341a1d875", | |
| "license": "MIT", | |
| "license_confirmed_by": "license file LICENSE", | |
| "redistribution": "yes", | |
| "files": [ | |
| { | |
| "path": "LICENSE", | |
| "sha256": "61b2b2d23c9cf4d14a8c9076ee30c6d4bbb74b5560c9923376b42222703b1fda", | |
| "language": "License", | |
| "lines": 21, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 1811 | |
| }, | |
| { | |
| "path": "README.md", | |
| "sha256": "83007ff0cebcc239c77b52353a159b5eedc81510b4be819eff53bae2c89954f6", | |
| "language": "Text", | |
| "lines": 149, | |
| "truncated": false, | |
| "block": 8, | |
| "row": 10627 | |
| }, | |
| { | |
| "path": "matlab/CXCORR.m", | |
| "sha256": "9401de501bee3332bbf6b5794eb7577ea188e0c0acc911542704908d1e5ce342", | |
| "language": "MATLAB", | |
| "lines": 20, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 3501 | |
| }, | |
| { | |
| "path": "matlab/CXMI.m", | |
| "sha256": "f7f4ee3e6f93a54d65a056a9c16bdc3018ab76bf22427ca50951bd0f3c1261c5", | |
| "language": "MATLAB", | |
| "lines": 19, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 3574 | |
| }, | |
| { | |
| "path": "matlab/XMI.m", | |
| "sha256": "5f744bc5846d088ee7ade55fe24337a537d3f3d43aa1b9ac2411506cdcbdab1d", | |
| "language": "MATLAB", | |
| "lines": 8, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2478 | |
| }, | |
| { | |
| "path": "matlab/dftregistration.m", | |
| "sha256": "85412cda26d32b8661f579a573d3639e0db381058e14ec7476d47684f5447973", | |
| "language": "MATLAB", | |
| "lines": 207, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 17276 | |
| }, | |
| { | |
| "path": "matlab/dredge.m", | |
| "sha256": "ea097a698d419bc816245c950ea922d65a76500064ff3dd7f77daa27742839d7", | |
| "language": "MATLAB", | |
| "lines": 93, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 10949 | |
| }, | |
| { | |
| "path": "matlab/dredge_corr.m", | |
| "sha256": "ee254065701968fc9bd0e0d022c690ad13ce8c810ef0447cbddbe20ae3ae1c2c", | |
| "language": "MATLAB", | |
| "lines": 113, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 12490 | |
| }, | |
| { | |
| "path": "matlab/dredge_mi.m", | |
| "sha256": "38f2ba8217ae4e659a59523752050d9482a97054ed4c03f03a18dcd96c76516f", | |
| "language": "MATLAB", | |
| "lines": 111, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 12427 | |
| }, | |
| { | |
| "path": "matlab/dredge_unsigned.m", | |
| "sha256": "5391156b8bcc11ec24afdcdba1f7d29d3a29c7a1d3c91c21355ef0beac01dd4a", | |
| "language": "MATLAB", | |
| "lines": 76, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 11104 | |
| }, | |
| { | |
| "path": "matlab/fastShift.m", | |
| "sha256": "7dd894936fe23ba87380c6e8fd1ac0f7ff0d43ae403d57d4f8806136390f26e5", | |
| "language": "MATLAB", | |
| "lines": 8, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2394 | |
| }, | |
| { | |
| "path": "matlab/gauss_mi.m", | |
| "sha256": "6e81c03b53eeb0b993a9dcc3a23e0e32328d5339408030b1f1a3ecdb7936855e", | |
| "language": "MATLAB", | |
| "lines": 10, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2712 | |
| }, | |
| { | |
| "path": "matlab/main.m", | |
| "sha256": "72318d2e182d7ca7a9b9cf877e025005e0bb6e0f13c85efb406d9bcdc8802b0a", | |
| "language": "MATLAB", | |
| "lines": 60, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 10176 | |
| }, | |
| { | |
| "path": "matlab/mat_CXC.m", | |
| "sha256": "dd72c3785eba7dad89a9c3c650c3d3a27b8bd8d6af8e6c65f8a2a1e9fccd8352", | |
| "language": "MATLAB", | |
| "lines": 23, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 3862 | |
| }, | |
| { | |
| "path": "matlab/mat_CXMI.m", | |
| "sha256": "70dfc09edf68ac5b68199fb465dab1aefd319d30472ada2210e145d660f7062d", | |
| "language": "MATLAB", | |
| "lines": 20, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 3853 | |
| }, | |
| { | |
| "path": "matlab/mat_FFTXC.m", | |
| "sha256": "8d8e7954792701b4aade5786e0df6b1492868d924a0c1a231b8e459be447786f", | |
| "language": "MATLAB", | |
| "lines": 9, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2860 | |
| }, | |
| { | |
| "path": "matlab/mat_XC.m", | |
| "sha256": "beafbb416162e9608adde85bcc7ea4d029b3f2867eb32738da945ba947a98877", | |
| "language": "MATLAB", | |
| "lines": 10, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2700 | |
| }, | |
| { | |
| "path": "matlab/mat_XMI.m", | |
| "sha256": "d86f805ecdb429ae5e22681746ac939a571b72dadfdbacba22e77e2ae643e1a3", | |
| "language": "MATLAB", | |
| "lines": 10, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2729 | |
| }, | |
| { | |
| "path": "matlab/mat_corr.m", | |
| "sha256": "41c2dd13170830df7a107a1959cf890f1d1199bb9157afc5ae337b8d7ae9c283", | |
| "language": "MATLAB", | |
| "lines": 11, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2732 | |
| }, | |
| { | |
| "path": "matlab/mat_gauss_mi.m", | |
| "sha256": "ffc4beb1aa741c3972f430034d4c251efc4fb6dcf287b0bfbe3232aaf2ffee7a", | |
| "language": "MATLAB", | |
| "lines": 16, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 3361 | |
| }, | |
| { | |
| "path": "matlab/myXCORR.m", | |
| "sha256": "4c6835d77ec20b12e97071dcdc3f6b3767ccb85ab01a8f6cb73a303a091cb252", | |
| "language": "MATLAB", | |
| "lines": 5, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2247 | |
| }, | |
| { | |
| "path": "matlab/mycircshift.m", | |
| "sha256": "28d7b7c2b593653962e74e3b7cf3084634b5c384c308b3f8ffb61435a5b4fd46", | |
| "language": "MATLAB", | |
| "lines": 12, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2555 | |
| }, | |
| { | |
| "path": "matlab/nanzscore.m", | |
| "sha256": "394a1fe6e5d9b3490142c23067a15c677629125e5a7e18282bc4ad2000b8b03f", | |
| "language": "MATLAB", | |
| "lines": 5, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 2260 | |
| }, | |
| { | |
| "path": "matlab/psolver.m", | |
| "sha256": "d6a168e9f43792cfdeddd6adce37beca53ab7aa5485025370390e9d0d70d64a8", | |
| "language": "MATLAB", | |
| "lines": 36, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 4797 | |
| }, | |
| { | |
| "path": "matlab/psolver_TF.m", | |
| "sha256": "e3ba065491e5430940acb260e09d45637b0bf29a5b6a861cb86d507101e147e4", | |
| "language": "MATLAB", | |
| "lines": 37, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 6047 | |
| }, | |
| { | |
| "path": "notebook/ap_chronic_demo.ipynb", | |
| "sha256": "971319207b4b428f0fbab4aee52e169de867130929b1a4a526d1968122d59ed5", | |
| "language": "Jupyter", | |
| "lines": 197, | |
| "truncated": false, | |
| "block": 5, | |
| "row": 17224 | |
| }, | |
| { | |
| "path": "notebook/ap_registration.ipynb", | |
| "sha256": "d1beb2d1e168c000e524f40ae3dbdc8618c96eeb36dc75aa8fe33730293d15ff", | |
| "language": "Jupyter", | |
| "lines": 173, | |
| "truncated": false, | |
| "block": 5, | |
| "row": 16964 | |
| }, | |
| { | |
| "path": "notebook/introductory_demo.ipynb", | |
| "sha256": "c30739493afb77162799d55d96ae01f85dbfc62bb042aab8fcb486ee2ff92579", | |
| "language": "Jupyter", | |
| "lines": 134, | |
| "truncated": false, | |
| "block": 5, | |
| "row": 17200 | |
| }, | |
| { | |
| "path": "notebook/lfp_registration_and_interpolation_demo.ipynb", | |
| "sha256": "8ea3b025e342bcbbd2745a3b0602d038319afe7fb85878e90393778ab8a8a054", | |
| "language": "Jupyter", | |
| "lines": 340, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 216 | |
| }, | |
| { | |
| "path": "src/dredge/__init__.py", | |
| "sha256": "9d4f9da9938066293273f8a54da182baffa1c31f46c11b744ca2a14ac4104482", | |
| "language": "Python", | |
| "lines": 7, | |
| "truncated": false, | |
| "block": 6, | |
| "row": 21778 | |
| }, | |
| { | |
| "path": "src/dredge/dredge_ap.py", | |
| "sha256": "31b820f3229d894c16226110ea20e4611a56abb9f1ad05181b01eb5b8fe23fcf", | |
| "language": "Python", | |
| "lines": 225, | |
| "truncated": false, | |
| "block": 7, | |
| "row": 930 | |
| }, | |
| { | |
| "path": "src/dredge/dredge_lfp.py", | |
| "sha256": "55d953cf2c152fa8416f82a11dbef8c8606cbc07c88265ac46ac85eaadd77a89", | |
| "language": "Python", | |
| "lines": 221, | |
| "truncated": false, | |
| "block": 7, | |
| "row": 608 | |
| }, | |
| { | |
| "path": "src/dredge/dredgelib.py", | |
| "sha256": "0e9024c93d30e599ddaf1483d8049f91be2c8b89035f78abf4712b7a734e1213", | |
| "language": "Python", | |
| "lines": 795, | |
| "truncated": false, | |
| "block": 7, | |
| "row": 9782 | |
| }, | |
| { | |
| "path": "src/dredge/motion_util.py", | |
| "sha256": "664073e68fb17f42c0b0511890a6826d281debc7c4d9e92b0289a80f2aa06840", | |
| "language": "Python", | |
| "lines": 1153, | |
| "truncated": false, | |
| "block": 7, | |
| "row": 11474 | |
| } | |
| ] | |
| } |