Dresden 2006 –
            
              wissenschaftliches Programm
            
          
        
        
        
        
        
      
      
  
    
  
  TT 12: Correlated Electrons: Low-dimensional Systems - Models
  Dienstag, 28. März 2006, 09:30–12:30, HSZ 304
  
    
  
  
    
      
        
          
            
              |  | 09:30 | TT 12.1 | Entropy of fermionic models on highly frustrated lattices — •Andreas Honecker and Johannes Richter | 
        
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              |  | 09:45 | TT 12.2 | Magnetic properties of 2D frustrated spin systems at finite temperatures — •Burkhard Schmidt, Nic Shannon, and Peter Thalmeier | 
        
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              |  | 10:00 | TT 12.3 | Effective model for the band insulator - Mott insulator transition — •Leonildo Tincani, Reinhard Noack, and Dionys Baeriswyl | 
        
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              |  | 10:15 | TT 12.4 | Charge and Spin Dynamics of Strongly Correlated Quasi One-Dimensional Insulators — •Holger Benthien and Eric Jeckelmann | 
        
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              |  | 10:30 | TT 12.5 | Finite temperature ac conductivity of disordered Luttinger liquids — •Bernd Rosenow, Andreas Glatz, and Thomas Nattermann | 
        
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              |  | 10:45 | TT 12.6 | Quantum Monte Carlo studies of the one-dimensional t-J-model at finite temperature — •Stefan Harrer, Catia Lavalle, and Alejandro Muramatsu | 
        
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            |  | 11:00 |  | 15 min. break | 
        
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              |  | 11:15 | TT 12.7 | Hybridized mechanism of pairing of fermions in single-walled carbon nanotubes — •Igor Karnaukhov | 
        
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              |  | 11:30 | TT 12.8 | Charge Response in Quasi-1D Wigner Lattice Systems — •Anup Mishra, Matthias Mayr, and Peter Horsch | 
        
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              |  | 11:45 | TT 12.9 | Finite quantum wires with long-range interactions — •Imke Schneider and Sebastian Eggert | 
        
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              |  | 12:00 | TT 12.10 | Fermi edge singularities at finite temperature — •Carsten von Zobeltitz and Holger Frahm | 
        
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              |  | 12:15 | TT 12.11 | Integrable spin-boson models including counter-rotating terms — •Andreas Osterloh, Holger Frahm, and Luigi Amico | 
        
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