The Third
Morgan-Phoa Mathematics Workshop
 
Dates:       Thursday 28 and
Friday 29 January 2010
 
Venue:      Australian National
University, Canberra;
Room G35 of the John Dedman Building.
 
Purpose:   CoACT (Macquarie University) and Amnon Neeman's group at
the CMA
(Australian National University) have many common research interests. The plan
for these Workshops is to investigate those connections, and to advance the
research areas, in an informal and flexible setting. Some of these common
interests include categorical homotopy theory, topos theory, triangulated
categories, K-theory, higher categories, homological algebra, cohomology, and
differential graded categories.  
 
Participants included: Gabriella Bšhm, James
Borger, John Bourke, Dimitri Chikhladze, Jeff Egger, Richard Garner, Lars
Hesselholt, Mike Johnson, Stephen Lack, Micah McCurdy, Amnon Neeman, David
Oury, Emily Riehl, Greg Stevenson, Ross Street, Dominic Verity.
 
Talks on Thursday:
 
09:30         Emily Riehl                 An
advertisement for natural factorisation systems in model structures
10:20         Jeff Egger                    How
is measure theory a subset of topology?
11:00                           Morning
tea
11:30         Richard Garner            An
introduction to Martin-Lšf type theory
12:15         David Oury                 Simplicial
sets and higher categories
13:00                           Lunch
at the Dumpling Restaurant
14:15         Lars Hesselholt            What
is a good proof that geometric realization preserves finite products?
14:50         Micah
McCurdy          Graphical
languages for monoidal category theory
15:30                           Afternoon
tea
16:10         Gabi
Bšhm                  (Weak)
Hopf algebras and (weak) Hopf monads
16:45         Dominic
Verity           What
abstract homotopy theory do I need?
19:15                           Dinner
outside at University House
 
Talks on Friday:
 
09:38         Steve Lack                  Homotopy
local presentability (with Jiri
Rosicky)
10:20         Dimitri Chikhladze      BarrÕs
embedding theorem
11:00                           Morning
tea
11:37         John Bourke                (-)Õ
12:14         Jim Borger          Abstract
thoughts on Toen-VaquiŽ
13:00                           Lunch
on campus
14:20         Greg Stevenson           Universal
support for triangulated categories
15:00         Amnon
Neeman          Large
triangulated categories
15:30                           Afternoon
tea
16:10         Ross
Street                  Might
there be yet another kind of operad?
16:50         Mike
Johnson              Bridging
theory and application and theory and theory for relational bases
17:35                           Close
 
Thanks to: 
         Amnon Neeman, Alison
Irvine, Jim Borger, and Dominic Verity for organization;
         Margaret Morgan and
Wesley Phoa;
         Centre for
Mathematics and its Applications;
         Centre of
Australian Category Theory;