Annual Report 2005 - Fields Institute - University of Toronto
Annual Report 2005 - Fields Institute - University of Toronto
Annual Report 2005 - Fields Institute - University of Toronto
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Recent results in statistics <strong>of</strong> vacua<br />
Emilian Dudas (Ecole Polytechnique)<br />
Brane transmutation by internal magnetic fields and new<br />
supersymmetric orientifolds<br />
Josh Freese (Princeton)<br />
Chain inflation<br />
Michael Haack (UC-Santa Barbara)<br />
Loop corrections and inflation in string theory<br />
Koji Hashimoto (Tokyo)<br />
Reconnection <strong>of</strong> colliding cosmic strings<br />
Simeon Hellerman (IAS)<br />
On the landscape <strong>of</strong> non-geometric string compactifications<br />
Shamit Kachru (Stanford)<br />
Landscape architecture<br />
Nemanja Kaloper (UC-Davis)<br />
Shock therapy<br />
Lev K<strong>of</strong>man (CITA)<br />
Landscape days in practical cosmology<br />
Gordon Kane (Michigan)<br />
What counts as string phenomenology?<br />
Black box revealed<br />
Elias Kiritsis (Ecole Polytechnique)<br />
Hunting the standard model in the orientifold jungle<br />
Axel Krause (Maryland)<br />
Cascade inflation<br />
Paul G. Langacker (Pennsylvania)<br />
TeV-scale signatures <strong>of</strong> string constructions<br />
Fernando Marchesano (Wisconsin)<br />
Towards realistic flux vacua<br />
Brent Nelson (Pennsylvania)<br />
Neutrino mass in heterotic string<br />
Burt Ovrut (Pennsylvania)<br />
T h e m a t i c P r o g r a m s<br />
A heterotic standard model<br />
Fernando Quevedo (Cambridge)<br />
Large extra dimensions from flux compactifications<br />
Saswat Sarangi (Cornell)<br />
The wave function <strong>of</strong> the universe<br />
Koenraad Schalm (Columbia)<br />
Cosmological effective actions imply new physics in the CMB<br />
Henry Tye (Cornell)<br />
Searching for cosmic superstrings<br />
Marco Zagermann (Stanford)<br />
D3/D7-Brane inflation and semilocal cosmic strings<br />
Workshop on Gravitational Aspects <strong>of</strong> String Theory<br />
May 2–6, <strong>2005</strong><br />
Held at the <strong>Fields</strong> <strong>Institute</strong><br />
Organizers: Per Kraus (UCLA), Don Marolf (UCSB) and<br />
Amanda Peet (<strong>Toronto</strong>)<br />
Among the best known accomplishments <strong>of</strong> string theory<br />
are the insights that it has so far provided into intriguing<br />
aspects <strong>of</strong> gravitational physics. These include progress<br />
in understanding black hole entropy, and most notably<br />
Maldacena’s AdS/CFT correspondence which states that<br />
string theory (and thus a theory <strong>of</strong> quantum gravity)<br />
in a 9+1 dimensional spacetime is in fact equivalent to<br />
a non-gravitating quantum field theory on a fixed 3+1<br />
dimensional spacetime background. The implications <strong>of</strong><br />
this correspondence continue to provide fertile ground for<br />
research, though they have already been used to provide<br />
insight into the nature <strong>of</strong> strongly coupled quantum field<br />
theories by relating such physics to classical gravitational<br />
physics in curved backgrounds.<br />
Yet there are many further problems in gravitational physics<br />
that remain to be explored. Chief among these is the<br />
question <strong>of</strong> how to deal with various singularities that arise,<br />
either inside black holes or at the initial moment <strong>of</strong> the big<br />
bang. It is here that a quantum theory <strong>of</strong> gravity is needed,<br />
as Einstein’s classical theory <strong>of</strong> general relativity breaks<br />
down. String theory appears to provide such a quantum<br />
theory and so ‘should’ provide the answers to such questions.<br />
<strong>Fields</strong> <strong>Institute</strong> <strong>2005</strong> ANNUAL REPORT 28