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Submitted by admin on Sat, 01/26/2008 - 10:15pm.

Actuarial Science Special Talk 2

Submitted by jlongwor on Wed, 12/07/2011 - 2:16pm.
Dec 9 2011 - 2:00pm
Dec 9 2011 - 2:50pm
Speaker: 

Tracy Miller and Jay Lee from Towers Watson

Location: 
MS 527

This talk is the second being presented by practicing Actuaries, and geared to all Actuarial Students

Actuarial Science Special Talk

Submitted by jlongwor on Wed, 12/07/2011 - 2:13pm.
Dec 9 2011 - 1:00pm
Dec 9 2011 - 1:50pm
Speaker: 

Bill Moore, Alberta Finance and Enterprise

Location: 
MS 431

This talk is geared to all Actuarial Students.

Local Wellposedness of quasilinear systems of PDE generalizing KdV

Submitted by rmmoffat on Tue, 10/18/2011 - 9:28am.
Oct 18 2011 - 11:00am
Oct 18 2011 - 11:50am
Speaker: 

Dr. Timur Akhunov

POTSI group, Dept MAth & Stat

University of Calgary

Location: 
MS427

In this talk I will discuss local well-posedness of an Initial Value problem associated to a system of PDE's generalizing the Korteweg-de Vries Equation (KdV)

Exterior differential system on Hilbert manifold and its application to calculus variation

Submitted by rmmoffat on Tue, 10/11/2011 - 10:15am.
Oct 18 2011 - 2:00pm
Oct 18 2011 - 3:00pm
Speaker: 

Ching-Lou LIAO (National Sun Yat-sen University, Kaohsiung City, Taiwan)

Location: 
MS478

Calculus of variation on finite dimensional manifolds via exterior differential systems was expounded in the books of Sternberg, Bryant and Griffiths.  Here we plan to extend the theory of exterior differential systems and study the applications to calculus of variation on Hilbert manifolds.

Spectral Sequences of Operad Algebras

Submitted by jlongwor on Thu, 08/25/2011 - 8:15am.
Aug 26 2011 - 1:00pm
Aug 26 2011 - 1:50pm
Speaker: 

Kristine Bauer

Location: 
MS 431

In this talk, I will give conditions that guarantee  a spectral sequence is compatible with the action of an operad.  A spectral sequence satisfying these compatibility conditions converges to an algebra over the same operad.  I will focus on the topological setting, where spectral sequences will arise from a tower of topological spaces and maps.  This talk will end with an enticing open problem.