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| = Sage days 100 = == June or July 2019 == |
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| The workshop will take place at [[https://www.mpim-bonn.mpg.de/|Max-Planck Institut for Mathematics in Bonn, Gernany]]. | The Sage days 100 workshop will take place in Bonn Germany, July 22nd - July 26th. It welcomes anyone who wishes to work with Sage, from complete beginners to advanced developers. |
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| Poll https://www.mpim-bonn.mpg.de/de/node/8493 | There will be one day in the week dedicated to present Sage at Bonn University or Max-Planck Institut (for students, PhD students, postdocs and professors). If you intend to come to this workshop, you are welcome to be involved in this. = Practical information = == Location == Precision about the location will come soon. == Dates == * Expected arrival of participants: sunday 21st * Expected departure: friday 26th, saturday 27th or sunday 28th == Broad mathematical thematics == Combinatorics, geometry and dynamics on real surfaces (complex curves). Here is a non-exhaustive list * moduli space of curves, differentials, spin structures * enumerative geometry, integral points in polytopes and (quasi-)modular forms * geometry and dynamics of flat and hyperbolic surfaces * braid groups, mapping class groups == Relevant Sage packages == * [[https://gitlab.com/jo314schmitt/admcycles|admcycles]]: tautological ring on M_{g,n} * [[https://bitbucket.org/t3m/snappy|snappy]]: 3-dim hyperbolic manifolds * [[https://gitlab.com/videlec/veerer/|veerer]]: train-tracks and veering triangulations * [[https://gitlab.com/videlec/surface_dynamics|surface_dynamics]]: translation surfaces * [[https://github.com/MarkCBell/flipper|flipper]]: mapping class group (via flips in triangulation) * [[https://github.com/MarkCBell/curver|curver]]: mapping class group (via curve complex) = Organization = == Participants == * Vincent Delecroix * [[https://www.uni-frankfurt.de/50278800/Zachhuber|Jonathan Zachhuber]] (Frankfurt, Deutschland) * [[https://users.fmi.uni-jena.de/~king/eindex.html|Simon King]] (Jena, Germany) * Mark Bell * Luke Jeffreys (Glasgow) * [[https://people.math.ethz.ch/~schmittj/|Johannes Schmitt]] (Zurich) * [[https://www.math.u-psud.fr/~lelievre/|Samuel Lelièvre]] (Paris) == Funding == The workshop is funded by [[http://opendreamkit.org/|OpenDreamKit]] {{attachment:Flag_of_Europe.png|align="middle"|width=100}} With material help from the Laboratoire Bordelais de Recherche en Informatique. == Organizer == * [[http://www.labri.fr/perso/vdelecro/|Vincent Delecroix]] ([[https://www.mpim-bonn.mpg.de/|Max-Planck (Bonn)]] and [[https://www.u-bordeaux.fr/|Université de Bordeaux]]) |
Contents
The Sage days 100 workshop will take place in Bonn Germany, July 22nd - July 26th. It welcomes anyone who wishes to work with Sage, from complete beginners to advanced developers.
There will be one day in the week dedicated to present Sage at Bonn University or Max-Planck Institut (for students, PhD students, postdocs and professors). If you intend to come to this workshop, you are welcome to be involved in this.
Practical information
Location
Precision about the location will come soon.
Dates
- Expected arrival of participants: sunday 21st
- Expected departure: friday 26th, saturday 27th or sunday 28th
Broad mathematical thematics
Combinatorics, geometry and dynamics on real surfaces (complex curves). Here is a non-exhaustive list
- moduli space of curves, differentials, spin structures
- enumerative geometry, integral points in polytopes and (quasi-)modular forms
- geometry and dynamics of flat and hyperbolic surfaces
- braid groups, mapping class groups
Relevant Sage packages
admcycles: tautological ring on M_{g,n}
snappy: 3-dim hyperbolic manifolds
veerer: train-tracks and veering triangulations
surface_dynamics: translation surfaces
flipper: mapping class group (via flips in triangulation)
curver: mapping class group (via curve complex)
Organization
Participants
- Vincent Delecroix
Jonathan Zachhuber (Frankfurt, Deutschland)
Simon King (Jena, Germany)
- Mark Bell
- Luke Jeffreys (Glasgow)
Johannes Schmitt (Zurich)
Samuel Lelièvre (Paris)
Funding
The workshop is funded by OpenDreamKit 
With material help from the Laboratoire Bordelais de Recherche en Informatique.