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The UW Sage Seminar Schedule

The seminar meets at 5pm in Communications B027.

Monday, October 29, 2007:

SPEAKER: Mike Hansen

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Monday, October 15, 2007:

TITLE: Introduction to Abelian Varieties
TIME: 5-6pm on Monday, October 15, 2007
LOCATION: B027 in the Communications building
SPEAKER: Robert Miller

Abstract: What the heck is an abelian variety? Elliptic curves are
the 1-dimensional abelian varieties.   What are they in general?  Maybe
something like an abelian group and an algebraic variety? A complex
torus is a complex manifold which is diffeomorphic to an n-torus. All
such structures can be obtained as a quotient of CC^n by a lattice,
and this procedure gives us a compact complex manifold. For n=1, this
is an elliptic curve. For n >= 1, any variety structure on a complex
torus must be unique, and Riemann proved that there is such a variety
structure if and only if the torus can be embedded in complex
projective space. More specifically, CC^n/L is an abelian variety if
and only if there is a positive definite Hermitian form whose
imaginary part takes integral values on L.

After defining abelian varieties as above, William Stein will give
an example or two in Sage.

Monday, October 22, 2007:

Monday, October 29, 2007:

Monday, November 5, 2007:

Monday, November 12, 2007: (no seminar -- Sage Days 6)

Monday, November 19, 2007:

Monday, November 26, 2007:

Monday, December 3, 2007:

sage-uw/sched (last edited 2008-11-14 13:41:55 by anonymous)