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This page list the past and ongoing grant applications around Sage-Combinat | This page list some past and ongoing grant applications around Sage-Combinat |
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- Fall 2012: CIMPA Summer school in Bobo-Dioulasso, Burkina Faso | Fall 2012: CIMPA Summer school in Bobo-Dioulasso, Burkina Faso -------------------------------------------------------------- |
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:Status: application sent :PI: Julien Cassaigne |
:Status: application sent :PI: Julien Cassaigne |
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- 2011/01/15: NSF SCREMS | 2011/01/15: NSF SCREMS ---------------------- |
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:Institution: UC Davis :Funds for: Local Sage+Combinat notebook server for teaching, workshops, ... |
:Institution: UC Davis :Funds for: Local Sage+Combinat notebook server for teaching, workshops, ... |
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- 2010/12/15: NSF Computational Mathematics (everything below tentative) | 2010/12/15: NSF Computational Mathematics ----------------------------------------- |
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:Institutions: UC Davis, Pen, *Standford*, ... :PI's: J. Bandlow, D. Bump, G. Musiker, A. Schilling (N. M. Thiéry?) :Duration: ??? :Funds for: - Sage-Combinat days in UC Davis, Standford, ... - Sage-Combinat server in the Sage farm in Seattle - Laptops boosted for software development - Travel money - TA support for improving the Sage-Combinat thematic tutorials for use for teaching :Topics: - nonsymmetric Macdonald polynomials - Schubert polynomials, Grothendieck polynomials, Demazure atoms, LLT polynomials, and quasisymmetric functions in general - alcove paths - actions of algebras on combinatorial objects (in particular combinatorial representations for tilting modules) - improvement of the poset package - rigged configurations - thematic tutorials - ... |
Note: everything below tentative |
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- 2010-201?: ANR | :Institutions: UC Davis, Pen, *Standford*, ... :PI's: J. Bandlow, D. Bump, G. Musiker, A. Schilling (N. M. Thiéry?) :Duration: ??? :Funds for: - Sage-Combinat days in UC Davis, Standford, ... - Sage-Combinat server in the Sage farm in Seattle - Laptops boosted for software development - Travel money - TA support for improving the Sage-Combinat thematic tutorials for use for teaching :Topics: - nonsymmetric Macdonald polynomials - Schubert polynomials, Grothendieck polynomials, Demazure atoms, LLT polynomials, and quasisymmetric functions in general - alcove paths - actions of algebras on combinatorial objects (in particular combinatorial representations for tilting modules) - improvement of the poset package - rigged configurations - thematic tutorials - ... |
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:Institutions: Marne-la-vallée, ... :Topics: - Moules, ... - Operads - Hopf algebras |
2010-201?: ANR -------------- |
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- 2009-12-15: Partner University Fund (failed) | :Institutions: Marne-la-vallée, ... :Topics: - Moules, ... - Operads - Hopf algebras |
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:Institutions: *Orsay*, *UC Davis*, Rouen, Minessota, UW Seattle, Marne-la-vallée, ... :PI's: A. Schilling, N.M. Thiéry :Duration: 3 years :Funds for: - Sage-Combinat server in the Sage farm in Seattle - Laptops boosted for software development - Postdocs - Travel money |
2009-12-15: Partner University Fund ----------------------------------- |
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- 2008-12-15: Partner University Fund (failed) (`application material <http://combinat.sagemath.org/hgwebdir.cgi/misc/file/tip/grants/2009-12-15-PartnerUniversityFund>`_) | `Application material <http://combinat.sagemath.org/hgwebdir.cgi/misc/file/tip/grants/2009-12-15-PartnerUniversityFund>`_ |
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:Institutions: *Orsay*, *UC Davis*, ... :PI's: A. Schilling, N.M. Thiéry |
:Status: failed :Institutions: *Orsay*, *UC Davis*, Rouen, Minessota, UW Seattle, Marne-la-vallée, ... :PI's: A. Schilling, N.M. Thiéry :Duration: 3 years :Funds for: - Sage-Combinat server in the Sage farm in Seattle - Laptops boosted for software development - Postdocs - Travel money |
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- 2007-2010: `NSF Focused Research Group ``Affine Schubert Calculus'' <http://garsia.math.yorku.ca/dokuwiki/doku.php>`_ | 2008-12-15: Partner University Fund ----------------------------------- |
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:Institutions: Fields Institute, UC Davis, Virginia Tech, ... :PI's: J. Morse, A. Schilling, M. Shimozono, M. Zabrocki, ... :Topics: - Symmetric functions (including K-Schur, ...) - (Affine) root systems, Weyl groups, ... - Framework (Categories, ...) |
:Status: failed :Institutions: *Orsay*, *UC Davis*, ... :PI's: A. Schilling, N.M. Thiéry |
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We could list below our other sponsors (MSRI, UCLA for Sage Days 7, ...) | 2007-2010: `NSF Focused Research Group ``Affine Schubert Calculus'' <http://garsia.math.yorku.ca/dokuwiki/doku.php>`_ --------------------------------------------------------------------------------------------------------------------- :Institutions: Fields Institute, UC Davis, Virginia Tech, ... :PI's: J. Morse, A. Schilling, M. Shimozono, M. Zabrocki, ... :Topics: - Symmetric functions (including K-Schur, ...) - (Affine) root systems, Weyl groups, ... - Framework (Categories, ...) Others ------ We could list below our other sponsors (UCLA for Sage Days 7, MSRI, RISC-Linz, ..., Orsay, ...) |
Sage-Combinat grants
This page list some past and ongoing grant applications around Sage-Combinat
Fall 2012: CIMPA Summer school in Bobo-Dioulasso, Burkina Faso
Status: | application sent |
---|---|
PI: | Julien Cassaigne |
2011/01/15: NSF SCREMS
Institution: | UC Davis |
---|---|
Funds for: | Local Sage+Combinat notebook server for teaching, workshops, ... |
2010/12/15: NSF Computational Mathematics
Note: everything below tentative
Institutions: | UC Davis, Pen, Standford, ... |
---|---|
PI's: |
|
Duration: | ??? |
Funds for: |
|
Topics: |
|
2010-201?: ANR
Institutions: | Marne-la-vallée, ... |
---|---|
Topics: |
|
2009-12-15: Partner University Fund
Status: | failed |
---|---|
Institutions: | Orsay, UC Davis, Rouen, Minessota, UW Seattle, Marne-la-vallée, ... |
PI's: |
|
Duration: | 3 years |
Funds for: |
|
2008-12-15: Partner University Fund
Status: | failed |
---|---|
Institutions: | Orsay, UC Davis, ... |
PI's: |
|
2007-2010: NSF Focused Research Group ``Affine Schubert Calculus''
Institutions: | Fields Institute, UC Davis, Virginia Tech, ... |
---|---|
PI's: |
|
Topics: |
|
Others
We could list below our other sponsors (UCLA for Sage Days 7, MSRI, RISC-Linz, ..., Orsay, ...)