Thursday,
1 June, at 5.00 p.m.
Strings on
supergroups - A free fermion resolution
T.
Quella
(King's College, London, UK)
Abstract:
Sigma models based on supergroups
play a fundamental role in different areas of physics such as string
theory, condensed matter theory and statistical physics. In this talk
we will first outline some general differences to the case of ordinary
groups. Afterwards a concrete application to strings in 3D AdS-space is
discussed. Here we start with the solution of the WZW model for the
supergroup PSU(1,1|2) which is based on a free fermion resolution and
indicate how perturbations of this model give rise to string
backgrounds with a mixture of Ramond-Ramond and Neveu-Schwarz fluxes.
Thursday, 25 May, at 5.00 p.m.
On an interpolation
of special functions
A.
Gerasimov
(ITEP, Moscow, Russia, and
TCD and HMI, Dublin, Ireland)
Abstract:
An interpolation of special functions
over various base fields will be discussed. The basic example
is Whittaker function. The introduced interpolation
technique is relevant to some problems in Arithmetic Geometry.
Thursday,
18 May,
at 5.00 p.m.
Monopoles and an
identity of Ramanujan
H. W. Braden
(Edinburgh University, UK)
Abstract:
Magnetic monopoles, or the
topological soliton solutions of Yang-Mills-Higgs gauge theories in
three space dimensions, have been objects of fascination for over a
quarter of a century. BPS monopoles in particular have been the focus
of much research. Many striking results are now known, yet,
disappointingly, explicit solutions are rather few. We bring techniques
from the study of finite dimensional integrable systems to bear upon
the construction. The transcendental constraints of Hitchin may be
replaced by (also transcendental) constraints on the period matrix. For
a class of curves we show how these may be reduced to a number
theoretic problem. A recently proven result of Ramanujan related to the
hypergeometric function enables us to solve these and construct the
corresponding monopoles.
Thursday,
4 May,
at 5.00 p.m.
Quasi-local black
hole horizons in Numerical Relativity: a quasi-equilibrium case
J. L. Jaramillo
(Laboratoire Univers et
Théories de l'Observatoire de Paris, Meudon, France)
Abstract:
We discuss the application of the
recently introduced quasi-local formalisms for the study of black
holes, to the numerical construction of spacetimes in a 3+1 approach.
More specifically, we extract from this framework a set of boundary
conditions, to be imposed on an inner sphere which represents a spatial
slice of the black hole horizon. We illustrate the strategy by
constructing initial data containing a black hole whose horizon is in
quasi-equilibrium: we complete the elliptic system defined by the
conformal thin sandwich equations with the here-discussed "isolated
horizons" boundary conditions.
Thursday,
20 April,
at 5.00 p.m.
Quasinormal Modes
of Black Holes
K. S.
Gupta
(Saha Institute of Nuclear
Physics, Calcutta, India)
Thursday,
30 March,
at 5.00 p.m.
Coloured quantum
groups and Yang-Baxter operators
D.
Parashar
(Warwick University, UK)
Thursday,
23 March,
at 5.00 p.m.
in the Discussion room 303 (third floor)
Twisted conformal
symmetry in noncommutative two-dimensional quantum field theory
P.
Vitale
(Università
Federico II and INFN,
Naples, Italy)
Thursday, 9 March 2006, at 5.00
p.m.
Random walks on
random combs and trees
T.
Jonsson
(University of Iceland,
Reykjavik, Iceland)
Abstract:
The geometry of random graphs and
manifolds is reflected in the behaviour of random walks on these
structures. We focus on the spectral dimension which is related
to the return probability of a random walk to the starting point.
We show how to calculate the spectral dimension for a large class of
random combs as well as for generic random trees.
Thursday, 2 March
2006,
at 5.00 p.m.
Currents and
energy-momentum tensor and ultralocality
H.
Römer
(Freiburg University, Germany)
Thursday,
23 February
2006,
at 5.00 p.m.
D-Branes in Field
Theory
D.
Tong
(DAMTP,
Cambridge, UK)
Friday, 3 February
2006, at 5.00 p.m.
Cosmic topology and
CMB data
J.-P.
Luminet
(Laboratoire Univers et
Théories de l'Observatoire de Paris, Meudon, France)
Abstract:
What is the shape of the Universe? Is it curved or flat, finite or
infinite? Is space "wraparound " to create ghost images of faraway
cosmic sources? The lecture will introduce cosmic topology and review
the most promising techniques using the cosmic microwave background
radiation for detecting the topological properties of space within the
next decade. It will discuss more particularly the proposal by Luminet
et al. of a finite, positively
curved, dodecahedral space as the best fit model for explaining the
power spectrum of temperature anisotropies as observed by WMAP
satellite.
Friday, 27 January 2006, at 3.15
p.m.
Permutation
D-branes
S.
Fredenhagen
(ETH, Zurich, Switzerland)
Friday, 27 January
2006, at 2.40 p.m.
On boundary
renormalization group flows in two dimensions
A. Konechny
(Rutgers University, Piscataway, USA)
Friday,
27 January 2006, at 2.05
p.m.
Compactifications
of string theories
E.
Sharpe
(University of Utah, Salt Lake City, USA)
Friday, 27 January
2006, at 1.30 p.m.
Super Yang-Mills
and black holes
T.
Wiseman
(Harvard University, Cambridge, USA)