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| If you wish to apply for financial aid, please do so '''before April 30''' by filling out the extra application form. |
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| The program will include a main lecture from '''Mike Zabrocki''' (subject to be announced) as well as '''introductory tutorials''' to Sage and combinatorics in Sage. There will also be time for '''code sprints'''. |
This is a tentative program which is subject to evolutions depending on the requests and needs of the participants. |
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| ''Detailed schedule to be announced''. | All talks are being held in '''Earth Science Building''' room 2012. [[http://www.maps.ubc.ca/PROD/index_detail.php?locat1=225| A map of the campus can be found here]]. || || Wednesday 06/29 || Thursday 06/30 || Friday 07/01 || || 9:30 || ''Presentation of Sage''<<BR>>Viviane Pons || ''Open Problems in Combinatorial Representation Theory''*<<BR>>Mike Zabrocki || ''How to contribute to Sage?''<<BR>>Kevin Dilks || || 10:30 |||||| Coffee break || || 11:00 || ''Tutorial: introduction to Python and Sage''<<BR>>Aram Dermenjian || ''Knot theory in Sage''<<BR>>Amit Jamadagni ||''Short presentation on [[http://opendreamkit.org/|OpenDreamKit]]''<<BR>><<BR>> ''CODE SPRINTS'' || || 12:00 || Install party || || || || 12:30 |||||| Lunch Break || || 14:00 || ''Intro to research-based coding in Sage''<<BR>>Jessica Striker || ''Crystals in Sage''<<BR>>Travis Scrimshaw || ''Short projects presentation'' <<BR>> Matt Erbst <<BR>><<BR>> ''CODE SPRINTS'' || || 15:00 |||||| Coffee break || || 15:30 || ''Tutorial: Creating a Sage class for a combinatorial object''<<BR>>[[http://rawgit.com/egunawan/permutation/master/start_tutorial.html|follow along]] Emily Gunawan || ''The moving sofa problem'' <<BR>>Dan Romik (15 minutes)<<BR>> <<BR>> || ''CODE SPRINTS'' || || 16:30 || || ''CODE SPRINTS'' || ''CODE SPRINTS'' || || 17:00 || ''Introduction to code sprints''** || Status report || Status report || [[https://cloud.sagemath.com/projects/78ab9ed6-f958-4f9e-9c71-bcd84f7cb06c/files/|All talks and tutorials on SMC]] * '''Open Problems in Combinatorial Representation Theory''' by Mike Zabrocki Symmetric functions are a tool for understanding the decomposition of $S_n$/$Gl_n$ representations into irreducible subspaces. The definitions that arise are well known computations and operations in linear algebra (inverting matrices, conjugation, Gram-Schmit orthogonalization, LU decomposition, etc.), but these computations are very slow compared to manipulations of combinatorial objects. I'll choose 5 (time permitting) of what I consider some motivating open problems in symmetric functions/combinatorial representation theory. This is a taste of what are just beyond the limits of algebraic combinatorics now. 1. k-Schur functions and their structure coefficients 2. diagonal harmonics, Garsia-Haiman modules, Macdonald symmetric functions, operator $\nabla$ 3. restriction of irreducible modules from $Gl_n$ to $S_n$ as permutation matricies 4. plethysm and inner plethysm structure coefficients 5. Kronecker product structure coefficients Sage does all of these computations well, usually as a mix of linear algebra and combinatorics. The algebra of symmetric functions encodes many common combinatorial objects in the coefficients: partitions, tableaux, subsets, words, integer matrices, lattice paths, Dyck paths, parking functions, set partitions, etc. and these objects are used as building blocks to describe combinatorial decompositions. ** '''Introduction to code sprints''' A ''code sprint'' is a get-together of people around a particular software development project. During Sage days, code sprints are the occasion for everyone to get to work on a Sage project whether it is to go through the tutorials, to start exploring the part of Sage related to their research, or to get together with other participants to work on a needed feature. Sage days bring together Sage newbies along with more advanced developers: it is the perfect occasion for everyone to meet, share, learn, and code together! Every evening, we will have ''status report'' so that everyone can share their progress on the different projects. == Projects == === Install development version of Sage === Viviane, Robin, Matt, Ahmed, Bennet, Adrian --> most people got it to work but some progress need to be made on a quick access to a development environment especially for windows user. === Grothendieck polynomials === Travis, Viviane --> Discussed the current implementation and a plan to get it reviews soonish === Plane partitions === Vivien, Jessica, Tomack, Jang Soo, Kevin, Matt, Sean, Corey --> worked on implementing plane partitions: got the class, the latex, the asci art. Next step: put the code on the ticket. === Plot methods for set partitions via chord diagrams === Julien, Emily, Robin, Vivien --> The ticket is there and should go soon in "needs review" === Lie algebras === Travis, Amit, Dan, Aram === Simplicial complexes === Bennet === Polyominos === Adrien === Review tickets === Viviane, Emily, Mike === Rook placement === Sean, Bennet --> working on an implementation |
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| * Faird Aliniaeifard (York university) | |
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| * Matthew Barrow (Powerex) | |
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| * Matt Erbst | |
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| * Amir Maleki (UBC) | |
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| * Vivien Ripoll (Universität Wien) * Dan Romik (UC Davis) |
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| * Adrian She (UBC) | |
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| * Marko Thiel (University of Zurich) | |
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| * Corey Vorland (North Dakota State University) | |
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Sage Days 78 --- June 29 to July 1st, 2016, Vancouver
Sage Days on Combinatorics
Vancouver, BC Canada
Contents
These Sage Days are organized as a satellite event of the FPSAC combinatorics conference. The main mathematical topic will be combinatorics. Everyone is welcome from Sage newcomers to advanced developers: there will be plenty of introductory talks and also time for code sprints. It is the perfect occasion to learn Sage!
This is co-organized by Pims and OpenDreamKit.
Organizers: Viviane Pons and Julien Courtiel.
Dates and Venue
Date: 3 days From June 29 to July 1st, 2016
Venue: University of British Columbia, Vancouver
Registration
Please send the following form to Viviane Pons.
Name:
Institution:
Date of arrival:
Date of departure:
Do you wish to give a talk or present a tutorial?*
* A talk can be on anything related to mathematical development (it does not have to be Sage) If you have some Sage experience, please consider giving a tutorial.
Financial Aid
A limited number of financial aids will be be distributed in priority to students and postdocs to cover mostly local costs. Please apply before April 30 by filling out this extra form and sending it to Viviane Pons.
Current status (student, postdoc, etc.) :
Estimation of budget for the whole event (travel, lodging):
Do you also participate to the FPSAC conference?
Do you have other sources of funding for this event (FPSAC aid, local funding)?
Program
This is a tentative program which is subject to evolutions depending on the requests and needs of the participants.
All talks are being held in Earth Science Building room 2012. A map of the campus can be found here.
|
Wednesday 06/29 |
Thursday 06/30 |
Friday 07/01 |
9:30 |
Presentation of Sage |
Open Problems in Combinatorial Representation Theory* |
How to contribute to Sage? |
10:30 |
Coffee break |
||
11:00 |
Tutorial: introduction to Python and Sage |
Knot theory in Sage |
Short presentation on OpenDreamKit |
12:00 |
Install party |
|
|
12:30 |
Lunch Break |
||
14:00 |
Intro to research-based coding in Sage |
Crystals in Sage |
Short projects presentation |
15:00 |
Coffee break |
||
15:30 |
Tutorial: Creating a Sage class for a combinatorial object |
The moving sofa problem |
CODE SPRINTS |
16:30 |
|
CODE SPRINTS |
CODE SPRINTS |
17:00 |
Introduction to code sprints** |
Status report |
Status report |
All talks and tutorials on SMC
* Open Problems in Combinatorial Representation Theory by Mike Zabrocki
Symmetric functions are a tool for understanding the decomposition of S_n/Gl_n representations into irreducible subspaces. The definitions that arise are well known computations and operations in linear algebra (inverting matrices, conjugation, Gram-Schmit orthogonalization, LU decomposition, etc.), but these computations are very slow compared to manipulations of combinatorial objects.
I'll choose 5 (time permitting) of what I consider some motivating open problems in symmetric functions/combinatorial representation theory. This is a taste of what are just beyond the limits of algebraic combinatorics now.
- k-Schur functions and their structure coefficients
diagonal harmonics, Garsia-Haiman modules, Macdonald symmetric functions, operator \nabla
restriction of irreducible modules from Gl_n to S_n as permutation matricies
- plethysm and inner plethysm structure coefficients
- Kronecker product structure coefficients
Sage does all of these computations well, usually as a mix of linear algebra and combinatorics. The algebra of symmetric functions encodes many common combinatorial objects in the coefficients: partitions, tableaux, subsets, words, integer matrices, lattice paths, Dyck paths, parking functions, set partitions, etc. and these objects are used as building blocks to describe combinatorial decompositions.
** Introduction to code sprints
A code sprint is a get-together of people around a particular software development project. During Sage days, code sprints are the occasion for everyone to get to work on a Sage project whether it is to go through the tutorials, to start exploring the part of Sage related to their research, or to get together with other participants to work on a needed feature. Sage days bring together Sage newbies along with more advanced developers: it is the perfect occasion for everyone to meet, share, learn, and code together! Every evening, we will have status report so that everyone can share their progress on the different projects.
Projects
Install development version of Sage
Viviane, Robin, Matt, Ahmed, Bennet, Adrian
--> most people got it to work but some progress need to be made on a quick access to a development environment especially for windows user.
Grothendieck polynomials
Travis, Viviane
--> Discussed the current implementation and a plan to get it reviews soonish
Plane partitions
Vivien, Jessica, Tomack, Jang Soo, Kevin, Matt, Sean, Corey
--> worked on implementing plane partitions: got the class, the latex, the asci art. Next step: put the code on the ticket.
Plot methods for set partitions via chord diagrams
Julien, Emily, Robin, Vivien
--> The ticket is there and should go soon in "needs review"
Lie algebras
Travis, Amit, Dan, Aram
Simplicial complexes
Bennet
Polyominos
Adrien
Review tickets
Viviane, Emily, Mike
Rook placement
Sean, Bennet
--> working on an implementation
Participants
- Eviatar Bach (UBC)
- Matthew Barrow (Powerex)
- Adrien Boussicault (Université de Bordeaux)
- Julien Courtiel (UBC)
- Kevin Dilks (North Dakota State University)
- Aram Dermenjian (UQAM)
- Clément Dervieux (Paris Diderot -- Ecole polytechnique)
- Matt Erbst
- Katie Gedeon (University of Oregon)
- Tomack Gilmore (Universität Wien)
- Bennet Goeckner (University of Kansas)
- Sean Griffin (University of Washington)
- Emily Gunawan (University of Minnesota)
- Amit Jamadagni (Birla Institute of Technology and Science)
- Jang Soo Kim (Sungkyunkwan University)
- Patxi Laborde-Zubieta (Université de Bordeaux)
- Seung Jin Lee (Korea Institute for Advanced Study)
- Amir Maleki (UBC)
- Viviane Pons (Université Paris Sud)
- Vivien Ripoll (Universität Wien)
- Dan Romik (UC Davis)
- Travis Scrimshaw (University of Minnesota)
- Adrian She (UBC)
- Robin Sulzgruber (Universität Wien)
- Jessica Striker (North Dakota State University)
- Marko Thiel (University of Zurich)
- Foster Tom (UBC)
- Ahmed Umer Ashraf (University of West Ontario)
- Steph van Willigenburg (UBC)
- Corey Vorland (North Dakota State University)
- Mike Zabrocki (York university)
Lodging and other practical information
Low cost accommodation is available near UBC at: http://www.ubcconferences.com/accommodations/.
The FPSAC conference will be held in downtown Vancouver, a 30 minutes bus ride from UBC. You can check the FPSAC venue page for more information and suggestion on affordable accommodation downtown.