We are located at the 6th floor of the G.O. Jones Building on the Mile End Campus, midway between Stepney Green and Mile End Tube stations, approximately 1520 minutes from central London on the Central or District lines. If exiting Stepney Green tube station, turn left and walk along the Mile End Road for approximately 300 metres. The G.O. Jones (Physics) building is to the right of the main college building, which is fronted by a clocktower and lawn. If exiting Mile End tube station, turn left and walk approximately 300 metres until you are opposite the main college building. A more detailed description can be found here.
Found at least 20 result(s)
Regular Seminar Anastasios Petkou (Aristotle University of Thessaloniki)
at: 14:00 room G O Jones 610  abstract: Even if one knows everything for a conformal field theory on the infinite plane, new data are required to place the same theory in finite geometries. This is a physically relevant question for finitetemperature/finitesize critical systems. I will show in this talk how to apply an OPE inversion formula to thermal twopoint functions of bosonic and fermionic CFTs in general odd dimensions. This allows us to analyze in detail the operator spectrum of these theories. The main result is that nontrivial thermal CFTs arise when the thermal mass satisfies an algebraic transcendental equation that ensures the absence of an infinite set of operators from the spectrum. The solutions of these gap equations for general odd dimensions are in general complex numbers and follow a particular pattern. I will argue that this pattern unveils the largeN vacuum structure of the corresponding theories at zero temperature. 
Regular Seminar Alexander Tumanov (Tel Aviv U.)
at: 11:30 room G O Jones 610  abstract: Higher order corrections in the 1/N expansion to scattering amplitudes come from the diagrams with higher genus. One way to address these nontrivial topologies is to view them as planar objects glued into nonplanar configurations. They can then be "cut" across all the cycles of the corresponding Riemann surface, fixing the momentum flowing in each cycle. This procedure results in a planar object that belongs to a representation of the modular group of the Riemann surface in question. Various techniques developed for the planar amplitudes can be generalized to these cut nonplanar ones. We will investigate the scattering amplitude — Wilson loop duality, specifically focusing on the case of the first nonplanar correction, 1/N double trace amplitude, which has the topology of a cylinder. It’s dual space interpretation is a correlator of two infinite Wilson lines subject to a periodicity constraint. We will confirm this duality by a weak coupling perturbative calculation and a strong coupling string worldsheet one. This will allow us to construct the nonplanar loop integrands and the BCFW recursion relation they satisfy, as well as to find an interpretation of the dual conformal symmetry in the nonplanar sector, which was previously thought to be broken by 1/N corrections. Lastly, we will discuss this result in the framework of the Wilson Loop OPE approach, which allows one to compute expectation values of Wilson loops at any value of the coupling in the form of an expansion around the collinear limit. We claim that this approach can be directly applied to cut nonplanar scattering amplitudes, as well as the N=4 SYM form factors, whose dual space interpretation is remarkably similar to the one of the 1/N amplitude correction. 
Triangular Seminar Dionysios Anninos (Amsterdam)
at: 15:00 room Fogg Lecture Theatre  abstract: We overview some aspects of asymptotically de Sitter spacetimes at the classical and quantum level. We discuss some features of the late time de Sitter wavefunction. We briefly touch upon some properties of the relation between de Sitter space and Euclidean conformal theories, broadly referred to as the dS/CFT correspondence. Finally, time permitting, we will discuss some similarities and differences between the cosmological dS horizon and a more standard black hole horizon. 
Regular Seminar Costantin Bachas (ENS Paris)
at: 14:00 room G O Jones 610  abstract: I will first review the AdS4/SCFT3 correspondence with N=4 supersymmetry. I will then focus on two special aspects which are important in exploring the string landscape: (1) The existence of N=2 moduli and their fate in gauged supergravity; (2) Special degeneration limits for which the lowenergy limit is a theory of bigravity or massive gravity. 
Regular Seminar Diego RodriguezGomez (Oviedo U.)
at: 14:00 room G O Jones 610  abstract: Disconnected gauge groups have been, at least comparatively, very poorly studied. Yet they may hide very interesting Physics. Recently, a class of gauge theories based on a particular type of disconnected gauge groups, namely principal extensions, has been introduced. Interestingly, such theories naturally implement the gauging of charge conjugation. In this talk, we will describe such construction and study aspects of its Physics. A particularly spectacular byproduct of the construction is that these theories have nonfreely generated Coulomb branches, thus providing the first counterexample of the long standing standard lore that Coulomb branch are all freely generated. 
Regular Seminar Karthik Inbasekar (Tel Aviv U.)
at: 14:00 room G O Jones 610  abstract: ChernSimons theories coupled to fundamental matter have a wide variety of applications ranging from Quantum Hall effect to Quantum gravity via AdS/CFT. These theories enjoy a strong weak duality that has been tested to a very good accuracy via large N computations, such as thermal partition functions, and S matrices. Supersymmetric ChernSimons theories are equally interesting since they have a self duality and relate to nonsupersymmetric theories via RG flows. In the N=2,3 supersymmetric ChernSimons matter theories, the four point amplitude computed to all orders in the 't Hooft coupling is not renormalised! It is a unique situation in a quantum field theory that the scattering amplitude doesn't receive loop corrections. This indicates the presence of powerful symmetry structures within the theory. This also suggests that higher point amplitudes may be easier to compute using four point amplitudes as building blocks. These higher point amplitudes not only serve as a testing tool for duality but also a probe into the symmetry structure of the theory. As a first step towards this goal, we begin by computing arbitrary n point tree level amplitudes in the N=2 theory via BCFW recursion relations. We then show that the four point tree level amplitude enjoys a dual superconformal symmetry. Since the all loop four point amplitude is tree level exact, it follows that the dual superconformal symmetry is exact to all loops. This is in contrast to highly supersymmetric examples such as N=4 SYM and N=6 ABJM, where the dual superconformal symmetry is in general anomalous. Furthermore, we show that the superconformal and dual superconformal symmetries generate an infinite dimensional Yangian symmetry for the four point amplitude. If these symmetries persist to higher point amplitudes, this suggests that the N=2 superconformal ChernSimons matter theory may be integrable. 
Regular Seminar Gabriel Wong (Fudan U)
at: 14:00 room G O Jones 610  abstract: What is the meaning of entanglement in a theory of extended objects such as strings? To address this question we consider the spatial entanglement between two intervals in the GrossTaylor model, the string theory dual to twodimensional YangMills theory at large N. The string diagrams that contribute to the entanglement entropy describe open strings with endpoints anchored to the entangling surface, as first argued by Susskind. We develop a canonical theory of these open strings, and describe how closed strings are divided into open strings at the level of the Hilbert space. We derive the Modular hamiltonian for the HartleHawking state and show that the corresponding reduced density matrix describes a thermal ensemble of open strings ending on an object at the entangling surface that we call an Ebrane. 
Regular Seminar Ronnie Rodgers (Southampton U.)
at: 14:00 room G O Jones 610  abstract: Mtheory is a candidate for a theory of quantum gravity. Its fundamental objects are called M2branes and M5branes. The lowenergy theory describing coincident M5branes is poorly understood in many respects, with holography providing one of the most useful tools to further that understanding. It is known that the theory should possess solitonic solutions called "selfdual strings". An important quantity characterising these strings is their central charge, which among other things counts the massless degrees of freedom on the string. I will describe configurations of Mbranes dual to the insertion of infinite tension selfdual strings into the M5brane theory, and how calculation of holographic entanglement entropy in such setups yields the central charge of the selfdual string. 
Regular Seminar JeongHyuck Park (Sogang University)
at: 15:30 room 410  abstract: String theory predicts its own gravity rather than GR. In General Relativity the metric is the only geometric and gravitational field, whereas in string theory the closedstring massless sector comprises a skewsymmetric Bfield and the string dilaton in addition to the metric. Furthermore, these three fields transform into each other under Tduality. This hints at a natural augmentation of GR: upon treating the whole closed string massless sector as stringy graviton fields, Double Field Theory may evolve into `Stringy Gravity'. Equipped with an O(D,D) covariant differential geometry beyond Riemann, we spell out the definitions of the stringy Einstein curvature tensor and the stringy EnergyMomentum tensor. Equating them, all the equations of motion of the closed string massless sector are unified into a single expression which we dub the Einstein Double Field Equations. 
Regular Seminar David Berenstein (UC Santa Barbara)
at: 14:00 room G O Jones 610  abstract:

Regular Seminar Matteo Baggioli (Crete U.)
at: 14:00 room G O Jones 610  abstract: A review of the recent progress regarding the holograhic duals for viscoelastic and solid materials. After introducing a simple bottomup model able of realizing such a setup the following physical properties will be discussed: i) the linear elastic features ii) viscoelasticity ii) the nature of phonons and pinning iii) the non linear elastic properties iiii) the convergence properties of the asymptotic expansion. 
Regular Seminar Michal Sedlak (Slovak Academy of Sciences)
at: 14:00 room G O Jones 610  abstract: Any sequence of quantum gates on a set of qubits defines a multipartite unitary transformation. These sequences may correspond to some parts of a quantum computation or they may be used to encode classical/quantum information (e.g. in private quantum channels). If we have only limited access to such a unitary transformation, we may want to store it into a quantum memory and later perfectly retrieve it. Thus, once we cannot use the unitary transformation directly anymore, we could still apply it to any state with the help of the footprint kept in the quantum memory. This can be useful for speeding up some calculations or as an attack for process based quantum key distribution protocol or a communication scheme. We require the storing and retrieving protocol to perfectly reconstruct the unitary transformation, which implies non unit probability of success. We derive optimal probability of success for a ddimensional unitary transformation used Ntimes. The optimal probability of success has a very simple form N/(N1+d^2). This result implies that reliable storing of d^2 parameters of the unknown unitary transformation requires roughly d^2 uses of the transformation. 
Regular Seminar Sunil Mukhi (IISER, Pune)
at: 14:00 room G O Jones 610  abstract: I will summarise old and recent developments on the classification and solution of Rational Conformal Field Theories in 2 dimensions using the method of Modular Differential Equations. Novel and exotic theories are found with small numbers of characters and simple fusion rules, one of these being the Baby Monster CFT. Correlation functions for many of these theories can be computed using crossingsymmetric differential equations. 
Regular Seminar Andrew Tolley (Imperial College London)
at: 14:00 room G O Jones 610  abstract: I will review how the requirements of unitarity, locality, causality and Lorentz invariance impose constraints on the signs of the operator coefficients in an effective field theory, discuss recent work on generalizing these constraints to arbitrary spin particles, and discuss how these can be used to constrain gravitational EFTs of the type considered by cosmologists as models for dark energy or inflation. 
Regular Seminar Yolanda Lozano (Oviedo U.)
at: 14:00 room G O Jones 610  abstract: NonAbelian Tduality, a transformation in String Theory known since the 90’s, has been shown recently to be a powerful solution generating technique in supergravity. In this talk I will discuss various AdS backgrounds generated through this transformation, for which it is possible to give a dual CFT interpretation arising from HananyWitten brane setups. 
Regular Seminar Claude Duhr (Cern)
at: 14:00 room G O Jones 610  abstract: The computation of Feynman integrals is an important ingredient to compute scattering amplitudes to higher orders in perturbative QFT. Over the last couple of years, a lot of progress was made in understanding the mathematics of multiloop Feynman integrals. In particular, it was understood that large classes of integrals evaluate to a class of special functions called multiple polylogarithms, which are an object of active research also in pure mathematics. It is known that starting from two loop, generalisations of polylogarithms to elliptic curves can show up. In this talk we review certain classes of elliptic multiple polylogarithms, and we show that they are closely related to iterated integrals on certain modular curves. 
Regular Seminar Georgios Papathanasiou (DESY)
at: 14:00 room G O Jones 610  abstract: I present recent progress towards determining the planar Smatrix of maximally supersymmetric YangMills theory, thanks to the rich interplay between its perturbative analytic properties in general kinematics, and its integrable structure in special kinematics. The former are related to cluster algebras, and allow for the computation of amplitudes with six/seven gluons up to six/four loops, whereas the latter yields all amplitudes in the multiRegge limit at finite coupling. 