11 to 17 of 17 Results
Feb 1, 2024 - God Mode
Zerr, Sergej, 2024, "noicon", https://doi.org/10.80624/FK2/BCZKA0, bonndata-sandbox, V1
noicin |
Jan 12, 2024
Admin, Dataverse, 2024, "Added in 6.1 automatcally generated icon", https://doi.org/10.80624/FK2/TKCZXE, bonndata-sandbox, V1
Added in 6.1 automatcally generated icon |
Jan 12, 2024
Bres, Ewa, 2024, "Automatically generated in 6.0, now tiny", https://doi.org/10.80624/FK2/VVQHDT, bonndata-sandbox, V2
egwsgr |
Oct 24, 2023
Bres, Ewa, 2023, "hjtzkzkk", https://doi.org/10.80624/FK2/MCMFTN, bonndata-sandbox, V1
testftjdtzjdtzjtzjkdtmzcdtzmjtzj. this is a new description word flow |
Jun 26, 2023 - Mathematics
Sassen, Josua; Hildebrandt, Klaus; Rumpf, Martin; Wirth, Benedikt, 2023, "The Freaky Torus", https://doi.org/10.80624/FK2/9WRHOH, bonndata-sandbox, V1
This dataset contains the Python code to compute samples on our shape space Freaky Torus of deformed tori, a synthetic shape space with factors S¹×S¹×T² The first factor, an S¹, controls the deformation of the latitudinal cross-section into a rotated ellipse. The next factor, another S¹, controls the deformation of the longitudinal cross-section in... |
Jun 26, 2023
Sassen, Josua; Hildebrandt, Klaus; Rumpf, Martin; Wirth, Benedikt, 2023, "The Freaky Torus", https://doi.org/10.80624/FK2/Q7UJG3, bonndata-sandbox, V1
This dataset contains the Python code to compute samples on our shape space Freaky Torus of deformed tori, a synthetic shape space with factors S¹×S¹×T² The first factor, an S¹, controls the deformation of the latitudinal cross-section into a rotated ellipse. The next factor, another S¹, controls the deformation of the longitudinal cross-section in... |
Jun 7, 2023
Admin, Dataverse, 2023, "test", https://doi.org/10.80624/FK2/06PME5, bonndata-sandbox, V1
terzhtrh |