Mainz 2017 –
            
              wissenschaftliches Programm
            
          
        
        
        
        
        
      
      
  
    
  
  Q 16: Quantum Information: Concepts and Methods III
  Dienstag, 7. März 2017, 11:00–12:45, P 2
  
    
  
  
    
      
        
          
            
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          11:00 | 
          Q 16.1 | 
          
            
            
              
                Witnessing Quantum Squeezing via Binary Homodyne Detection — Christian R. Müller, •Kaushik Seshadreesan, Gerd Leuchs, and Christoph Marquardt
              
            
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          11:15 | 
          Q 16.2 | 
          
            
            
              
                Quantum Cloning of Binary Coherent States - Optimal Transformations and Practical Limits — •Christian R. Müller, Gerd Leuchs, Christoph Marquardt, and Ulrik L. Andersen
              
            
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          11:30 | 
          Q 16.3 | 
          
            
            
              
                Approximating local observables on projected entangled pair states — •Martin Schwarz, Oliver Buerschaper, and Jens Eisert
              
            
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          11:45 | 
          Q 16.4 | 
          
            
            
              
                Implications of (quasi)extremal local information for the many-body wave function — •Carlos L. Benavides-Riveros, Christian Schilling, and Peter Vrana
              
            
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          12:00 | 
          Q 16.5 | 
          
            
            
              
                Influence of the Fermionic Exchange Symmetry beyond Pauli's Exclusion Principle — Felix Tennie, Vlatko Vedral, and •Christian Schilling
              
            
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          12:15 | 
          Q 16.6 | 
          
            
            
              
                Physical Relevance of Generalized Pauli constraints — •Felix Tennie, Daniel Ebler, Vlatko Vedral, and Christian Schilling
              
            
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          12:30 | 
          Q 16.7 | 
          
            
            
              
                A fermionic de Finetti theorem — •Christian Krumnow, Zoltan Zimboras, and Jens Eisert
              
            
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