CsAuthors.net's shortest path algorithm
        
        CsAuthors.net's algorithm finds the shortest co-authorship path between two authors. A co-authorship
        path is defined as a list of authors such that each pair of neighboring authors on that list
        co-authored at least a paper.
        
        
In cases where there exists different paths between two authors having a minimal length, the system will select the path such that the sum of the logarithms of the number of collaborations between authors is the highest.
        
In cases where no co-authorship path exists between two authors, the system reports an infinite distance between them (denoted using the mathematical symbol "∞"). This situation is relatively rare since currently 90.2% users are in the same connected subset of the graph.
        
Additional remarks about the dataset:
Most of the data is coming from the DBLP Computer Science Bibliography and the rest is coming from CsAuthors.net own database.
        
Hence the hard work being done to keep everything up-to-date, many papers are not yet included in CsAuthors's dataset.
        
If something is wrong or missing, feel free to write at
      In cases where there exists different paths between two authors having a minimal length, the system will select the path such that the sum of the logarithms of the number of collaborations between authors is the highest.
In cases where no co-authorship path exists between two authors, the system reports an infinite distance between them (denoted using the mathematical symbol "∞"). This situation is relatively rare since currently 90.2% users are in the same connected subset of the graph.
Additional remarks about the dataset:
Most of the data is coming from the DBLP Computer Science Bibliography and the rest is coming from CsAuthors.net own database.
Hence the hard work being done to keep everything up-to-date, many papers are not yet included in CsAuthors's dataset.
If something is wrong or missing, feel free to write at
my email address
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      Co-authorship distance computation
Distance between Aigul Uspabayeva and Paul Erdős
      
  
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      co-authored
      2 papers
      with
    
  
    Galiya Rysbayeva
    
  
      co-authored
      1 paper
      with
    
  
    Elmira Uaidullakyzy
    
  
      co-authored
      1 paper
      with
    
  
    Nazgul Tazhigaliyeva
    
  
      co-authored
      2 papers
      with
    
  
    German Ignacio Parisi
    
  
      co-authored
      2 papers
      with
    
  
    Baoquan Chen
    
  
      co-authored
      7 papers
      with
    
  
    Leonidas J. Guibas
    
  
      co-authored
      3 papers
      with
    
  
    János Pach
    
  
      co-authored
      13 papers
      with
    
  distance = 8
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