class Statistics::Distributions::Poisson
- Statistics::Distributions::Poisson
- Statistics::Distributions::DiscreteDistribution(Int32)
- Statistics::Distributions::Distribution(Int32)
- Reference
- Object
Overview
Represents a discrete probability distribution that expresses the probability of a given number of events occurring in a fixed interval of time or space if these events occur with a known constant mean rate and independently of the time since the last event (source: wikipedia)
Defined in:
lib/distributions.crConstructors
- 
        .new(lambda : Float64)
        
          Creates a Poisson distribution with expected value lambda.
Instance Method Summary
- 
        #pmf(x)
        
          The Probability Mass Function (PMF) of a discrete random variable. 
- 
        #rand : Int32
        
          Samples a random variable with the given distribution. 
Instance methods inherited from class Statistics::Distributions::DiscreteDistribution(Int32)
  
  
    
      pmf(x)
    pmf
    
  
    
    
  
    
  Instance methods inherited from class Statistics::Distributions::Distribution(Int32)
  
  
    
      rand : T
    rand
    
  
    
    
  
    
    
    
  
    
    
    
  
Constructor Detail
Instance Method Detail
        
        def pmf(x)
        #
      
      
        
              Description copied from class Statistics::Distributions::DiscreteDistribution(Int32)
            
          
          The Probability Mass Function (PMF) of a discrete random variable.
        
        def rand : Int32
        #
      
      
        
              Description copied from class Statistics::Distributions::Distribution(Int32)
            
          
          Samples a random variable with the given distribution.