MomentsNorm
jhpro.stat

Class MomentsNorm



  • public class MomentsNormextends Object
    Calculations of normalized reduced moments of a distribution. The normalised reduced moments are calculated as up to an orbitrary order n, where n is the oder of the moment. The factorial moments are defined as
    F_1=1 (1st order),
    F_2=/^2 (second order),
    F_2=/N^3 (3rd order)
    and so on. The general form is /^q. The code works only for integer random variables. Statistical errors are also evaluated. If they are set to 0, this means that there is no enough events for their calculation.
    • Constructor Summary

      Constructors 
      Constructor and Description
      MomentsNorm(int order)
      Initialization of the normalised factorial moments.
    • Constructor Detail

      • MomentsNorm

        public MomentsNorm(int order)
        Initialization of the normalised factorial moments.
        Parameters:
        order - Max oder of the normalised factorial moment
    • Method Detail

      • process

        public void process(int n)
        Process current event for an integer random variable
        Parameters:
        n - input variable for the moment calculations
      • getValues

        public double[] getValues()
        Get values of the normalised factorial moments (NFM).
        Returns:
        array with values of the NFM.
      • getErrors

        public double[] getErrors()
        Get errors on the factorial moment calculations. Call first getValues() to process the errors correctly. If the call returns 0, this means there is no enough evens for the calculation.
        Returns:
        array with statistical errors
      • getResults

        public P1D getResults()
        Get results in form of P1D.
        Returns:
        p1d with values and errors
      • doc

        public void doc()
        Show online documentation.

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