Aachen 2019 –
            
              wissenschaftliches Programm
            
          
        
        
        
        
        
      
      
  
    
  
  AKPIK 2: Machine-learning methods and computing in particle physics
  Dienstag, 26. März 2019, 16:00–17:50, H10
  
    
  
  
    
      
        
          
            
              |  | 16:00 | AKPIK 2.1 | Pixel detector background simulation using generative adversarial networks at Belle II — •Matej Srebre | 
        
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              |  | 16:10 | AKPIK 2.2 | Photon position reconstruction using Machine Learning with the Belle II electromagnetic calorimeter — •Yu Hu | 
        
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              |  | 16:20 | AKPIK 2.3 | Analysis of GERDA detector surface events with deep learning algorithms — •Péter Kicsiny for the GERDA collaboration | 
        
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              |  | 16:30 | AKPIK 2.4 | Learning to rank Higgs-Boson candidates — Lukas Pensel, Alexander Segner, •Marius Köppel, Martin Wagener, Andreas Karwath, Christian Schmitt, and Stefan Kramer | 
        
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              |  | 16:40 | AKPIK 2.5 | Refining the EXO-200 detector simulation using GANs — •Federico Bontempo, Johannes Link, Tobias Ziegler, Gisela Anton, and Thilo Michel | 
        
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              |  | 16:50 | AKPIK 2.6 | Event reconstruction in EXO-200 using Deep Learning — •Johannes Link, Federico Bontempo, Tobias Ziegler, Gisela Anton, and Thilo Michel | 
        
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              |  | 17:00 | AKPIK 2.7 | Circuit Synthesis of the Kuramoto Model and Electrical Interpretation of its Synchronization Condition — Karlheinz Ochs, •Dennis Michaelis, Julian Roggendorf, Petro Feketa, Alexander Schaum, and Thomas Meuerer | 
        
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              |  | 17:10 | AKPIK 2.8 | HfO2-based Memristive Navigation Processor — Karlheinz Ochs, •Enver Solan, Dennis Michaelis, and Leonard Hilgers | 
        
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              |  | 17:20 | AKPIK 2.9 | Universal Self-Organizing Logic Gates: A Wave Digital Emulation — Karlheinz Ochs, •Enver Solan, Dennis Michaelis, and Leon Schmitz | 
        
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              |  | 17:30 | AKPIK 2.10 | Solving the Np-complete Subset Sum Problem with an Electrical Circuit Using Physical Memristor Models — Karlheinz Ochs, Enver Solan, •Dennis Michaelis, and Maximilian Herbrechter | 
        
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              |  | 17:40 | AKPIK 2.11 | Was ist Geometrische Algebra? Auf dem Weg zu einer modernen Mathematikausbildung in der Ingenieurinformatik — •Martin Erik Horn | 
        
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