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Publication Year: 2021

261 to 270 of 335 Results

rat200609_7FTrp_260_90min_map.img Jul 28, 2021 - Imaging of cerebral tryptophan metabolism using 7-[18F]FTrp-PET in a unilateral Parkinsonian rat model Unknown - 5.9 MB - SHA-256: 55ed4eefdca50d523179d96f7a21487a82e4ec8edd3d3c20fab30a816e09a383
rat200609_7FTrp_260_90min_map.img.hdr Jul 28, 2021 - Imaging of cerebral tryptophan metabolism using 7-[18F]FTrp-PET in a unilateral Parkinsonian rat model Unknown - 24.7 KB - SHA-256: cbeeb5dfde812eed3ab93745c6cc56258c4b5ab73ae9ae1e1a582c7e26bc2deb
rat200609_7FTrp_264_90min_map.img Jul 28, 2021 - Imaging of cerebral tryptophan metabolism using 7-[18F]FTrp-PET in a unilateral Parkinsonian rat model Unknown - 5.9 MB - SHA-256: df5aa47da1ac18b6f76baba14718a10dadf9d144d59a5c5280afdeb80e5fa50d
rat200609_7FTrp_264_90min_map.img.hdr Jul 28, 2021 - Imaging of cerebral tryptophan metabolism using 7-[18F]FTrp-PET in a unilateral Parkinsonian rat model Unknown - 24.7 KB - SHA-256: d5ba495071a357b91053e8815df5ea86b67ac7bed03bb197208b020e0821cf68
LSTM_monthly_groundwater_table_depth_anomaly_FZJ-IBG3_LSTM_0.1_degree_v1.1996_2016.nc May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe Network Common Data Form - 335.9 MB - SHA-256: a0ac27eb52a9fbffc8620acdb5ba8eebe44ad11daa0001aeaf59a78b4aa8744f Monthly groundwater table depth anomalies generated from the proposed LSTM networks
TSMP_G2A_monthly_groundwater_table_depth_anomaly_FZJ-IBG3_TSMP_0.1_degree_v1.1996_2016.nc May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe Network Common Data Form - 167.9 MB - SHA-256: cb307f74a193b7dc06443d50c61357fd50625c8bd8610094ba485309e4c4445f Monthly groundwater table depth anomalies calculated from the TSMP-G2A data set
TSMP_G2A_monthly_precipitation_anomaly_FZJ-IBG3_TSMP_0.1_degree_v1.1996_2016.nc May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe Network Common Data Form - 167.9 MB - SHA-256: 25188351e4f16eac5a147ff03c402b4699183a02ff2cd28940fb2b0effd4da4f Monthly precipitation anomalies calculated from the TSMP-G2A data set
SciAdv_Data_Repository_Figures.xlsx May 12, 2021 - Data for: Reappearance of first Shapiro step in narrow topological Josephson junctions MS Excel Spreadsheet - 7.8 MB - SHA-256: b17d420e1e5fb4844c8c89ad9c629f9093d828b48ec9b8f5e9727f87489a2ab5
FZJ_1v1.xlsx May 12, 2021 - Open Access Monitor: Musterlösungen für Auswertungen zur DFG-Antragstellung Open Access Publikationskosten MS Excel Spreadsheet - 16.3 KB - SHA-256: 94a8b50be54a9f833a0f40c8843413e2f5e304d47a7500c4035b2ed783f9ca94 Formeln aktualisiert: Rundung der berechneten Jahreswerte
sho_unitary.dat May 4, 2021 - Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis Fixed Field Text Data - 53.0 KB - SHA-256: 7790979cf69bcb4f2244044b59e80ef1c66f2c62960f44f208de4908a55e8adf integer coefficients for non-zero matrix elements up to \nu = 9

rat200609_7FTrp_260_90min_map.img

Jul 28, 2021 - Imaging of cerebral tryptophan metabolism using 7-[18F]FTrp-PET in a unilateral Parkinsonian rat model

Unknown - 5.9 MB - SHA-256: 55ed4eefdca50d523179d96f7a21487a82e4ec8edd3d3c20fab30a816e09a383

rat200609_7FTrp_260_90min_map.img.hdr

Jul 28, 2021 - Imaging of cerebral tryptophan metabolism using 7-[18F]FTrp-PET in a unilateral Parkinsonian rat model

Unknown - 24.7 KB - SHA-256: cbeeb5dfde812eed3ab93745c6cc56258c4b5ab73ae9ae1e1a582c7e26bc2deb

rat200609_7FTrp_264_90min_map.img

Jul 28, 2021 - Imaging of cerebral tryptophan metabolism using 7-[18F]FTrp-PET in a unilateral Parkinsonian rat model

Unknown - 5.9 MB - SHA-256: df5aa47da1ac18b6f76baba14718a10dadf9d144d59a5c5280afdeb80e5fa50d

rat200609_7FTrp_264_90min_map.img.hdr

Jul 28, 2021 - Imaging of cerebral tryptophan metabolism using 7-[18F]FTrp-PET in a unilateral Parkinsonian rat model

Unknown - 24.7 KB - SHA-256: d5ba495071a357b91053e8815df5ea86b67ac7bed03bb197208b020e0821cf68

LSTM_monthly_groundwater_table_depth_anomaly_FZJ-IBG3_LSTM_0.1_degree_v1.1996_2016.nc

May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe

Network Common Data Form - 335.9 MB - SHA-256: a0ac27eb52a9fbffc8620acdb5ba8eebe44ad11daa0001aeaf59a78b4aa8744f

Monthly groundwater table depth anomalies generated from the proposed LSTM networks

TSMP_G2A_monthly_groundwater_table_depth_anomaly_FZJ-IBG3_TSMP_0.1_degree_v1.1996_2016.nc

May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe

Network Common Data Form - 167.9 MB - SHA-256: cb307f74a193b7dc06443d50c61357fd50625c8bd8610094ba485309e4c4445f

Monthly groundwater table depth anomalies calculated from the TSMP-G2A data set

TSMP_G2A_monthly_precipitation_anomaly_FZJ-IBG3_TSMP_0.1_degree_v1.1996_2016.nc

May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe

Network Common Data Form - 167.9 MB - SHA-256: 25188351e4f16eac5a147ff03c402b4699183a02ff2cd28940fb2b0effd4da4f

Monthly precipitation anomalies calculated from the TSMP-G2A data set

SciAdv_Data_Repository_Figures.xlsx

May 12, 2021 - Data for: Reappearance of first Shapiro step in narrow topological Josephson junctions

MS Excel Spreadsheet - 7.8 MB - SHA-256: b17d420e1e5fb4844c8c89ad9c629f9093d828b48ec9b8f5e9727f87489a2ab5

FZJ_1v1.xlsx

May 12, 2021 - Open Access Monitor: Musterlösungen für Auswertungen zur DFG-Antragstellung Open Access Publikationskosten

MS Excel Spreadsheet - 16.3 KB - SHA-256: 94a8b50be54a9f833a0f40c8843413e2f5e304d47a7500c4035b2ed783f9ca94

Formeln aktualisiert: Rundung der berechneten Jahreswerte

sho_unitary.dat

May 4, 2021 - Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis

Fixed Field Text Data - 53.0 KB - SHA-256: 7790979cf69bcb4f2244044b59e80ef1c66f2c62960f44f208de4908a55e8adf

integer coefficients for non-zero matrix elements up to \nu = 9

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