Differences between revisions 5 and 6
Revision 5 as of 2008-08-11 20:38:57
Size: 1119
Editor: JakubMarecek
Comment:
Revision 6 as of 2008-08-11 20:40:13
Size: 1107
Editor: JakubMarecek
Comment:
Deletions are marked like this. Additions are marked like this.
Line 8: Line 8:
 * ''Jakub Marecek'': '''Visualising the Workings of a Modern Integer Programming Solver'''. A very limited integer programming solver for instances with 3 variables, but complete with several primal (and possibly branching) heuristics in use today, and nice plots. Coming soon at http://cs.nott.ac.uk/~jxm/. '''SVG and PDF Output for JyScript'''. A quick hack using Apache Batik.  * ''Jakub Marecek'': '''Toy Integer Programming Solver'''. A very limited integer programming solver for instances with 3 variables, but complete with several primal (and possibly branching) heuristics in use today, and nice plots. Coming soon at http://cs.nott.ac.uk/~jxm/ -- hopefully in Java. '''SVG and PDF Output for JyScript'''. A quick hack using Apache Batik.

Sage days 9 Student Projects

Please add your project to this list. Follow the example.

  • John Doe, Jane Deer: Graphing antlers. The branching of the antlers of three year-old moose and cariboo form intricate mathematical patterns. We will produce an applet that illustrates the growth of these structures.

  • Mclean Edwards, Scott Zhou: "BFGS Iterates". Plotting iterates, in an interactive manner, of the celebrated BFGS method applied to nonconvex and convex functions. Comparison of sage, jyscript/piscript, and our own python-based solutions.

  • Jakub Marecek: Toy Integer Programming Solver. A very limited integer programming solver for instances with 3 variables, but complete with several primal (and possibly branching) heuristics in use today, and nice plots. Coming soon at http://cs.nott.ac.uk/~jxm/ -- hopefully in Java. SVG and PDF Output for JyScript. A quick hack using Apache Batik.

  • Aurel Meyer: Symmetry groups of polytopes. Graphics to illustrate that all symmetry groups of regular polytopes are finite Coxeter groups.

Days9Projects (last edited 2008-11-14 13:42:05 by anonymous)