Dresden 2011 –
            
              wissenschaftliches Programm
            
          
        
        
        
        
        
      
      
  
    
  
  DY 41: Brownian Motion, Stochastic Processes,  Transport II
  Freitag, 18. März 2011, 10:15–13:15, HÜL 186
  
    
  
  
    
      
        
          
            
              |  | 10:15 | DY 41.1 | Effective temperatures in hot Brownian motion — •Daniel Rings, Dipanjan Chakraborty, Markus Selmke, Frank Cichos, and Klaus Kroy | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 10:30 | DY 41.2 | Exact low-density expansion of the dynamics in the Lorentz gas — •Thomas Franosch, Felix Höfling, Teresa Bauer, and Erwin Frey | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 10:45 | DY 41.3 | Asymmetric Brownian Particles — •Martin Reichelsdorfer and Klaus Mecke | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 11:00 | DY 41.4 | Fluctuation relations for anomalous dynamics — Aleksei V. Chechkin and •Rainer Klages | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 11:15 | DY 41.5 | Markovian embedding and origin of hyperdiffusion in generalized Brownian motion — Peter Siegle, •Igor Goychuk, and Peter Hänggi | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 11:30 | DY 41.6 | Random walks in active media: perturbation spreading in many-body systems — Vasily Zaburdaev, •Sergey Denisov, and Peter Hanggi | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 12:00 | DY 41.7 | Gas-induced metal-insulator transition  in nanoporous crystalline multilayered   metal oxide systems — •Julia Dräger, Stefanie Russ, Claus-Dieter Kohl, and Armin Bunde | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 12:15 | DY 41.8 | The entropy production paradox in the space-fractional diffusion equation case — •Janett Prehl, Karl Heinz Hoffmann, and Chris Essex | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 12:30 | DY 41.9 | Subdiffusive transport on the infinite cluster of the Lorentz Model — •Markus Spanner, Felix Höfling, Gerd Schröder-Turk, Klaus Mecke, and Thomas Franosch | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 12:45 | DY 41.10 | Modeling non-Gaussian 1/f noise using stochastic differential equations and by sequences of stochastic pulses — •Bronislovas Kaulakys, Miglius Alaburda, and Julius Ruseckas | 
        
          |  |  | 
      
    
      
        
          
            
              |  | 13:00 | DY 41.11 | Exact solution of a stochastic birth and death process with delayed death — •Luis F. Lafuerza and Raul Toral | 
        
          |  |  |