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Institution:
Date
Activity
Name
Title
Video
Available
Slides
Available
2010-10-14
boptilatt_c10
Freedman, Michael
(Microsoft -- Station Q)
Related Words:
computation
,
quantum
,
topological
Lattice Models Where the Lattice Fluctuates
Yes
No
2009-12-14
bblunch
Freedman, Michael
(Microsoft Station Q)
Related Words:
computation
,
quantum
,
topological
New Particle Statistics from Topological Insulators and Superconductors
Yes
No
2009-02-23
lowdim_c09
Freedman, Michael
(Microsoft)
Related Words:
computation
,
quantum
,
topological
2-Field Theory
Yes
Yes
2008-11-05
plecture
Freedman, Michael
(Microsoft Station Q)
Related Words:
computation
,
quantum
,
topological
Topology, Physics, and Complexity: The Birthing of the Quantum Computer
Yes
Yes
2006-11-02
strings05
Freedman, Michael
(KITP)
Related Words:
computation
,
quantum
,
topological
Universal Manifold Pairings and "Quantum Media"
Yes
No
2006-03-13
qubit06
Freedman, Michael
(Microsoft)
Related Words:
computation
,
quantum
,
topological
Topological Phases of Matter and Computation[Podcast][Aud][Cam] KITP Blackboard Lunch
Yes
No
2004-10-08
kitp25
Freedman, Michael
Related Words:
computation
,
quantum
,
topological
PANEL: The Future of Quantum Computing
Yes
Yes
2004-06-07
exotic_c04
Freedman, Michael
(Microsoft Research)
Related Words:
computation
,
quantum
,
topological
Algebra vs. Analysis in Loop & Web Models for TQFTs
No
Yes
2004-05-05
exotic04
Freedman, Michael
(Microsoft)
Related Words:
computation
,
quantum
,
topological
Discussion on Topological Order
No
No
2003-07-21
mp03
Freedman, Michael
(Microsoft Research)
Related Words:
computation
,
quantum
,
topological
Realizing TQFTs Inside the Hubbard Model
No
No
2001-08-22
qinfo01
Freedman, Michael
(Microsoft)
Related Words:
computation
,
quantum
,
topological
Quantum Loop Gasses and Chern Simons Theory
No
Yes
2001-04-13
colloq
Freedman, Michael H.
(Microsoft)
A Two-Dimensional Antiferromagnet Which "Knows" Chern-Simons Theory
No
Yes
2000-04-06
colloq
Freedman, Michael
(Microsoft)
Related Words:
computation
,
quantum
,
topological
Quantum Computation and the Localization of Modular Functors
No
Yes