University of Calgary

AMAT Graduate Seminar

Submitted by jlongwor on Fri, 11/14/2008 - 4:56pm.

A Guide to Cocktail Parties for Mathematicians

Submitted by jlongwor on Fri, 11/27/2009 - 9:36am.
Nov 30 2009 - 4:00pm
Nov 30 2009 - 4:50pm
Speaker: 

Doug McLean

Location: 
MS 569

In this talk, I will give some examples of discussions which are approachable with the general public's degree of knowledge yet thought provoking, counter intuitive, and good cocktail party conversation.

Positive definite matrices

Submitted by jlongwor on Fri, 10/30/2009 - 8:30am.
Nov 2 2009 - 4:00pm
Nov 2 2009 - 4:50pm
Speaker: 

Yuval Sanders

Location: 
MS 569

I will demonstrate the positive-definite matrix analogy to positive real numbers by presenting the polar decomposition. I hope then to discuss Choi's theorem on completelypositive maps and mention its relevance to quantum information theory.

Non-uniqueness and non-smooth solutions in a nonlinear problem of elasticity

Submitted by jlongwor on Fri, 10/16/2009 - 2:26pm.
Oct 19 2009 - 4:00pm
Oct 19 2009 - 4:50pm
Speaker: 

Professor Ray Ogden, FRS (University of Glasgow)

Location: 
MS 569

In this talk we study an archetypal problem in which both non-uniqueness and non-smoothness of solution arise, namely the finite deformation plane strain problem of azimuthal shear of a circular cylindrical tube of incompressible  transversely isotropic  elastic material.

Particle Filtering -- An introduction to sequential Monte Carlo methods

Submitted by jlongwor on Fri, 10/02/2009 - 4:00pm.
Oct 5 2009 - 4:00pm
Oct 5 2009 - 4:50pm
Speaker: 

Cliff Kitchen

Location: 
MS 569

An overview of particle filtering will be given including background material, motivation, implementation of the algorithm and some examples of applications.

Maximal dissipative operators and parabolic equations

Submitted by jlongwor on Fri, 09/18/2009 - 11:24am.
Sep 21 2009 - 4:00pm
Sep 21 2009 - 4:50pm
Speaker: 

Illia Karabash

Location: 
MS 569

The lecture is devoted to basic facts about the abstract theory of parabolic
equations.