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* Sparse numerical linear algebra | 1. Josh Kantor: Sparse numerical linear algebra |
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* Pippenger's Algorithm for multivariate polynomial evaluation | * Tom Boothby: [http://cr.yp.to/papers/pippenger.pdf Pippenger's Algorithm] for multivariate polynomial evaluation |
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* | * William Stein: Optimized exact sparse and dense linear algebra (especially for computing modular forms) * David Harvey (+ possibly Martin Albrecht): multithreaded polynomial arithmetic in FLINT * David Roe: p-adics (extension fields) * Tom Boothby: 3d object arithmetic / integration with tachyon == NOTE == It would be very good to do the following for each sprint project: 1. create a specific detailed realistic list of goals. * list every possible problem they can think of that might cause problems for (a) * how many people are needed to do a) * background reading material that sprinters should look at (this could be papers or source code). * list anything else that could go wrong, and ways to deal with it. |
Sage Days 3 Coding Sprints
List your ideas for coding sprints here.
- Josh Kantor: Sparse numerical linear algebra
Tom Boothby: [http://cr.yp.to/papers/pippenger.pdf Pippenger's Algorithm] for multivariate polynomial evaluation
- William Stein: Optimized exact sparse and dense linear algebra (especially for computing modular forms)
- David Harvey (+ possibly Martin Albrecht): multithreaded polynomial arithmetic in FLINT
- David Roe: p-adics (extension fields)
- Tom Boothby: 3d object arithmetic / integration with tachyon
NOTE
It would be very good to do the following for each sprint project:
- create a specific detailed realistic list of goals.
- list every possible problem they can think of that might cause problems for (a)
- how many people are needed to do a)
- background reading material that sprinters should look at (this could be papers or source code).
- list anything else that could go wrong, and ways to deal with it.