Condensed matter Lunch Seminar

Since the Fall of 2005, there is a meeting of the Statistical Physics and Condensed Matter Theory group on every Wednesday's lunch. Besides regular seminars, sessions can also be devoted to group discussions, journal clubs, etc. All suggestions are welcome.

Schedule

Summer 2011

29 June TBA TBA
22 June Igor Herbut Zero-modes and the structure of Dirac's vortex

Winter and Spring 2011

29 June Benoit Estienne TBA
22 June Igor Herbut TBA
15 June Sander Bais Topological symmetry breaking: what happens on boundaries and interfaces
10 June [Colloquium] Pascale Calabrese Quantum Quenches and Thermalization
8 June Adilet Imambekov One dimensional quantum liquids - beyond the Luttinger Liquid paradigm
1 June Christian Hagendorf Eight-vertex model and supersymmetry
25 May CANCELLED TBA
18 May Shanna Haaker Particles in non-Abelian gauge potentials: Landau problem and insertion of non-Abelian flux
11 May Jook Walraven Feshbach resonances in ultracold quantum gases
4 May Guillaume Palacios Conductivity of a spin chain junction Ari Turner (Berkeley) Multiplets in the Entanglement Spectrum
27 April Victor Gurarie Plasma analogy and non-Abelian statistics for the Pfaffian quantum Hall state
20 April Luc Blom The Bethe Ansatz for the staggered supersymmetric chain
13 April Antoine Klauser Resonant inelastic x-ray scattering on the spin chain
6 April Giuseppe Mussardo Expectation values in the Lieb-Liniger Bose gas
30 March Stijn de Baerdemacker The Tamm-Dancoff Approximation as the contraction limit of the Richardson- Gaudin equations for pairing
23 March Balázs Pozsgai Boundary free energy in open XXZ spin chains
16 March Karol Kozlowski Asymptotic behavior of two-point functions in the large distance and long-time regime
9 March NO MEETING TBA
2 March Roman Zargar Direct measurement of the free energy of hard sphere glasses
23 February TBA TBA
16 February Erik van Heumen Experimental progress on topological insulators
10 February, 16.00 h [Note: different day and time] Julia Wernsdorfer Strongly Correlated Ultracold Fermions in Disordered Optical Lattices
9 February Alexandre Faribault Numerics for Gaudin models
2 February Michiel Snoek Rigorous mean-field dynamics of lattice bosons: quenches from the Mott insulator
26 January Sylvain Prolhac Exact scaling functions in the one-dimensional Kardar-Parisi-Zhang universality class
19 January No meeting (Physics@FOM Veldhoven 2011) TBA
12 January Jorn Mossel Non-equilibrium dynamics and correlation functions of the 1D Bose gas (Rehearsal talk for Physics@FOM Veldhoven 2011)
5 January Theo Nieuwenhuizen The two bright faces of dark matter

Fall and Winter 2010

22 December No meeting (Christmas holidays) No meeting (Christmas holidays)
15 December Jorn Mossel Correlation functions of the 1D bose gas after an interaction
8 December Bernard Nienhuis Boundaries in loop models
1 December Shanna Haaker Adiabatically inserting non-Abelian flux in the lowest Landau level
24 November Balasz Pozsgai Form factor calculations in integrable two-component quantum gases
17 November Milosz Panfil Finite temperature density correlations in the 1D Bose gas
10 November Jesper Romers Charged spin textures over the Moore-Read quantum Hall state
3 November Sanli Faez (AMOLF) Critical state of the Anderson transition for classical waves
27 October Robert Spreeuw (WZI) Lattices of magnetic microtraps as a novel platform for quantum information/simulation
20 October Guillaume Palacios Transmission of charge through topological defects
13 October Jean-Sebastien Caux Nobel Prize in Physics 2010
6 October Benoit Estienne Particle Entanglement Spectrum and quasi-hole state counting for Fractional Quantum Hall Wavefunctions

Spring 2009

9 June A. Yu Cherny Quation of state for the dilute Bose gas in two dimensions at zero temperature A dilute homogeneous two-dimensional (2D) Bose gas at zero temperature is studied with an original method based on the two-body density-matrix representation. This method allows for considering renormalization of an arbitrary pairwise potential in a self-consistent manner, without the pseudopotential ?-function representation. Low density expansions are derived for the chemical potential, ground state energy, pair distribution function, kinetic and interaction energies.
2 June Antoine Klauser Revealing the 4-spinon excitations of the Heisenberg antiferromagnetic chain
28 May, 11:30 Anatoly Konechny Gradient formula for the beta function of 2d quantum field theory
26 May, 11:30 Balazs Pozsgai On sub-leading contributions to the free energy in Bethe Ansatz systems Solution of a long-standing puzzle
19 May, 13:00 Balasz Pozsgai test talk for Veni interview
3 May Paul Zinn-Justin Limiting shapes in the six-vertex model
28 April Guillaume Palacios Anderson impurity Model: Non-equilibrium Transport and Integrability
28 April Niall Moran Diagonalisation of Quantum Observables
21 April Antoine Klauser/Balazs Pozsgai
14 April Balt van Rees Introduction to AdS/CMT
7 April Jesper Romers Skyrmions in Quantum Hall States
31 March Thomas Quella A non-abelian generalization of the massless Thirring / free boson correspondence
24 March Vincenzo Alba Entanglement entropy of two disjoint blocks in Ising spin chains I will present results about the scaling of the Renyi and entanglement entropy of two disjoint blocks of critical Ising models, as function of their sizes and separations. I will present analytic results based on conformal field theory that are quantitatively checked in numerical simulations of both the quantum spin chain and the classical two dimensional Ising model. Theoretical results match the ones obtained from numerical simulations only after taking properly into account the corrections induced by the finite length of the blocks to their leading scaling behavior.
17 March Sander Bais Introduction to abelian and non-abelian monopoles
10 March Benoit Estienne One body problem in a non abelian magnetic field: Landau levels
3 March Rojman Zargar Three-sphere low Reynolds number swimmer near a wall Design and fabrication of artificial molecular machines are the subject of growing experimental and theoretical investigation. Recently a simple swimmer is introduced. The swimmer consists of a central sphere that is connected to two other spheres with straight rods. The system moves by varying the length of arms in a periodic but time irreversible manner. We study the influence of a wall on the dynamics of this three-sphere swimmer.
24 February Robert Konik Ferromagnetism vs. Antiferromagnetism in Double Quantum Dots:Results from the Bethe Ansatz I'll consider understanding the problem of transport through double quantum dots in the context of Bethe ansatz solutions to models thereof. I'll look at both transport in the linear regime where the problem is under good control. The transport through a double dot allows for considerable structure, even in the linear regime. I'll also consider briefly out-of-equilibrium transport. Here the problem is much more difficult and my comments will necessarily be elliptical.
17 February Jorn Mossel Relaxation dynamics after a quantum quench of the gapped XXZ spin-1/2 chain We study the dynamics of a quench-prepared domain wall state released into a system whose unitary time evolution is dictated by the Heisenberg spin-1/2 gapped antiferromagnetic chain Hamiltonian. Using exact wavefunctions and their overlaps with the domain wall state allows us to describe the release dynamics to high accuracy, up to the long-time limit, for ?nite as well as in?nite systems. The results for the in?nite system allows us to rigorously prove that the system in the gapped regime will not thermalize in the strict sense.
10 February Theo Nieuwenhuizen Hydrodynamics of large scale structure formation: a “new” feature of (dark) matter I will start with the basics of hydrodynamics and turbulence, and then motivate how this plays a role in cosmology. Next the two types of dark matter, galactic DM vs cluster DM, are discussed. The main part of the talk will deal with gravitational hydrodynamics, in its relation to (in)direct observations. I will close with a summary and a quote.
27 January Balázs Pozsgai A relativistic QFT approach to the Lieb-Liniger model
13 January Liza Huijze Quantum phases of a supersymmetric model of lattice fermions (test-talk for the Veldhoven meeting) Systems of strongly-interacting fermions on a lattice can exhibit remarkable properties. We study a system where the kinetic and interaction terms are chosen such that it can be described by a supersymmetric Hamiltonian. For a one-dimensional system this model is solved analytically and shows quantum critical behavior. In two dimensions, the supersymmetry allows us to describe the number of ground states analytically. Typically we find that the number of ground states grows exponentially with the area of the system. We call such systems superfrustrated. For certain 2D lattice, however, the growth is exponential in the linear size of the system. We will explain why we call these systems 'supertopological'.