1.1k citations
Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.
- ETH ZurichCH109 papers
- Centre National de la Recherche ScientifiqueFR31 papers
- California Institute of TechnologyUS16 papers
- École Polytechnique Fédérale de LausanneCH16 papers
- Université Paris CitéFR15 papers
- University of California, Santa BarbaraUS15 papers
- Microsoft (United States)US13 papers
- Paul Scherrer InstituteCH13 papers
- Max Planck Institute for Extraterrestrial PhysicsDE12 papers
- Commissariat à l'Énergie Atomique et aux Énergies AlternativesFR11 papers
- Princeton UniversityUS11 papers
- European Organization for Nuclear ResearchCH10 papers
12 papers · 1 filter
Collective States of Interacting Anyons, Edge States, and the Nucleation of Topological Liquids
Charlotte Gils, Eddy Ardonne, Simon Trebst +3
Quantum mechanical systems, whose degrees of freedom are so-called su(2)_k anyons, form a bridge between ordinary SU(2) spin systems and systems of interacting non-Abelian anyons.…
Photometric redshift and classification for the XMM-COSMOS sources
M. Salvato, G. Hasinger, O. Ilbert +40
We present photometric redshifts and spectral energy distribution (SED) classifications for a sample of 1542 optically identified sources detected with XMM in the COSMOS field. Our…
Expansion of a quantum gas released from an optical lattice
F. Gerbier, S. Trotzky, S. Foelling +9
We analyze the interference pattern produced by ultracold atoms released from an optical lattice. Such interference patterns are commonly interpreted as the momentum distributions…
Supporting Online Material for "Strong Interactions in Multimode Random Lasers"
Hakan E. Türeci, Li Ge, Stefan Rotter +1
This preprint contains the Supporting Online Material for our paper ''Strong Interactions in Multimode Random Lasers'', Science 320, 643 (2008) (also available at: arXiv:0805.4496)…
Strong Interactions in Multimode Random Lasers
Hakan E. Türeci, Li Ge, Stefan Rotter +1
Unlike conventional lasers, diffusive random lasers (DRLs) have no resonator to trap light and no high-Q resonances to support lasing. Due to this lack of sharp resonances the DRL…
Local interactions and non-Abelian quantum loop gases
Matthias Troyer, Simon Trebst, Kirill Shtengel +1
Two-dimensional quantum loop gases are elementary examples of topological ground states with Abelian or non-Abelian anyonic excitations. While Abelian loop gases appear as ground s…
Strong-Coupling Phases of Frustrated Bosons on a 2-leg Ladder with Ring Exchange
D. N. Sheng, Olexei I. Motrunich, Simon Trebst +2
Developing a theoretical framework to access quantum phases of itinerant bosons or fermions in two dimensions (2D) that exhibit singular structure along surfaces in momentum space…
Detecting single-electron tunneling involving virtual processes in real time
S. Gustavsson, M. Studer, R. Leturcq +4
We use time-resolved charge detection techniques to probe virtual tunneling processes in a double quantum dot. The process involves an energetically forbidden state separated by an…
The UDF05 Follow-up of the HUDF: II. Constraints on Reionization from z-dropout Galaxies
P. A. Oesch, C. M. Carollo, M. Stiavelli +12
[Abridged] We detect three (plus one less certain) z-dropout sources in two separate fields of our UDF05 HST NICMOS images. These z~7 Lyman-Break Galaxy (LBG) candidates allow us t…
Equilibrium free energies from non-equilibrium metadynamics
Giovanni Bussi, Alessandro Laio, Michele Parrinello
In this paper we propose a new formalism to map history-dependent metadynamics in a Markovian process. We apply this formalism to a model Langevin dynamics and determine the equili…
Collective states of interacting Fibonacci anyons
Simon Trebst, Eddy Ardonne, Adrian Feiguin +3
We show that chains of interacting Fibonacci anyons can support a wide variety of collective ground states ranging from extended critical, gapless phases to gapped phases with grou…
Harmonic Analysis of Stochastic Equations and Backward Stochastic Differential Equations
Freddy Delbaen, Shanjian Tang
The BMO martingale theory is extensively used to study nonlinear multi-dimensional stochastic equations (SEs) in $\cR^p$ () and backward stochastic differential e…