Determinantal computation of minimal local GADs
- Date
- Oct 1, 2026
- Time
- 3:00 PM - 4:00 PM
- Speaker
- Daniele Taufer
- Affiliation
- MPI-MiS Leipzig
- Language
- en
- Main Topic
- Biologie
- Host
- Math Groups
- Description
- Generalized additive decompositions (GADs) are representations of symmetric tensors that encode intrinsic geometric information. In particular, the rank of a homogeneous form can be recovered from suitable minimal such decompositions. Computing these objects presents two main challenges: reducing a global decomposition problem to local ones, and finding optimal decompositions of the resulting local pieces. In this talk, we address the second task: for a given degree d homogeneous form F, we look for linear forms L such that F minimally decomposes as F
Last modified: Oct 1, 2026, 7:38:52 AM
Location
Max Planck Institute of Molecular Cell Biology and Genetics (MPI-CBG CSBD SR Ground Floor (VC))Pfotenhauerstraße10801307Dresden
- Phone
- +49 351 210-0
- Fax
- +49 351 210-2000
- MPI-CBG
- Homepage
- http://www.mpi-cbg.de
Organizer
Max Planck Institute of Molecular Cell Biology and GeneticsPfotenhauerstraße10801307Dresden
- Phone
- +49 351 210-0
- Fax
- +49 351 210-2000
- MPI-CBG
- Homepage
- http://www.mpi-cbg.de
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