workshops:workshop0223

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workshops:workshop0223 [2023/02/03 08:49] cyunworkshops:workshop0223 [2023/02/03 15:04] (current) lkastner
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 | :::          | ** 1. Phylogenetics in polymake ** (MA 313)                                                           || | :::          | ** 1. Phylogenetics in polymake ** (MA 313)                                                           ||
 | :::          | // Andrei Comăneci //                                                                                              || | :::          | // Andrei Comăneci //                                                                                              ||
-| :::          | ** 2. Secondary fans and dual subdivisions of tropical hypersurfaces** (MA 313)                                                           ||+| :::          | ** 2. Regular subdivisions and tropical hypersurfaces ** (MA 313)                                                           ||
 | :::          | // Sylvain Spitz //                                                                                              || | :::          | // Sylvain Spitz //                                                                                              ||
-| 16:30-18:00  | **Helpdesk** (MA 621)                                                                                             || +| 16:30-18:15  | **Helpdesk** (MA 621)                                                                                             || 
-| ~19:00       | **Dinner** (self paid, at [[http://cafe-hardenberg.com/|Café Hardenberg]])                                        ||+| ~18:45       | **Dinner** (self paid, at [[http://cafe-hardenberg.com/|Café Hardenberg]])                                        ||
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 == Oscar.jl == == Oscar.jl ==
-We give an overview of doing linear programming using Oscar.jl and implement the Conti-Traverso method of using Groebner bases to solve certain integer linear programs. {{ :workshops:oscar_demo_for_participants.ipynb |}}+We give an overview of performing linear programming using Oscar.jl and implement the Conti-Traverso method which uses Groebner bases to solve certain integer linear programs. {{ :workshops:oscar_demo_for_participants.ipynb |}}
  
 == Markov bases in polymake == == Markov bases in polymake ==
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 We present a new functionality in polymake which exploits tropical geometry to analyze phylogenetic data. We present a new functionality in polymake which exploits tropical geometry to analyze phylogenetic data.
  
-== Secondary fans and dual subdivisions of tropical hypersurfaces ==+== Regular subdivisions and tropical hypersurfaces ==
 We show how to handle secondary fans in POLYMAKE and how to compute regular subdivisions with MPTOPCOM. We show how to handle secondary fans in POLYMAKE and how to compute regular subdivisions with MPTOPCOM.
  
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-===== developer meeting ===== +===== Developer meeting ===== 
-The developer meeting takes place on February 2nd and 4th. If you want to participate in the developer meeting as well, please let us know by email. Developers can find more information [[internal/developermeeting0223|here]]+The developer meeting takes place on February 2nd and 4th. If you want to participate in the developer meeting as well, please let us know by email. Developers can find more information [[internal/developermeeting0223|here]].
  
-===== local organizers =====+===== Local organizers =====
   - [[https://sites.google.com/site/dcorey2814/|Daniel Corey]]   - [[https://sites.google.com/site/dcorey2814/|Daniel Corey]]
   - [[https://page.math.tu-berlin.de/~kastner/|Lars Kastner]]   - [[https://page.math.tu-berlin.de/~kastner/|Lars Kastner]]
   - [[https://sites.google.com/view/dantelubermath/home|Dante Luber]]   - [[https://sites.google.com/view/dantelubermath/home|Dante Luber]]
 Please contact us with any questions about the workshop. To email us, please use ''LASTNAME@math.tu-berlin.de''. Please contact us with any questions about the workshop. To email us, please use ''LASTNAME@math.tu-berlin.de''.
  • workshops/workshop0223.1675414170.txt.gz
  • Last modified: 2023/02/03 08:49
  • by cyun