Sage Days 53: Computational Number Theory, Geometry, and Physics

Our primary goal at this workshop is to implement the computation of zeta functions of toric varieties, hypersurfaces, and complete intersections, which would vastly extend Sage’s zeta function computing capabilities beyond curves. A second goal for the workshop is to extend cohomology computations from toric line bundles to hypercohomology of complexes of (sums of) toric line bundles. For this, we want to extend the sparse matrix capabilities in Sage and combine it with CHomP’s discrete morse complex implementation.

Arrival Information

All participants stay at Somerville College, which is about 100m south on Woodstock road from the Mathematical Institute.

• Map of Oxford, showing the train station and the main bus stop (Gloucester Green Coach Station).

• It is an easy walk from the train or bus station to Somerville. There are also taxi ranks in front of both train and bus station.
• Check-in is any time after 2:00pm on Sunday.
• If you are lost you can call me (Volker) at 07463002573 or +44-7463002573.

Particulars

• The workshop will run September 23-29, 2013, which is right before the Clay Research Conference on "Number Theory and Physics". 

• The first day (September 23) will feature an introduction to Sage for new users
• The remaining time (Septemeber 24-29) will be a "traditional" Sage Days workshop with emphasis on code development
• Everything will take place at the University of Oxford in the new Mathematical Institute building (UK)

• We are funded by the Clay Mathematics Institute. If you are interested in participating, please let us know!

• More information can be found on the CMI home page for this workshop.

Schedule

A preliminary schedule is here.

Participants

See the list of participants.

Organizers

• Jennifer Balakrishnan (jennifer dot balakrishnan at maths dot ox dot ac dot uk)
• Volker Braun (vbraun dot name at gmail dot com)