Noncentral Chi-squared Distribution - Related Distributions

Related Distributions

  • If is chi-squared distributed then is also non-central chi-squared distributed:
  • If and and is independent of then a noncentral F-distributed variable is developed as
  • If, then
  • Normal approximation: if, then in distribution as either or .

Read more about this topic:  Noncentral Chi-squared Distribution

Famous quotes containing the word related:

    “One does not realize the historical sensation as a re-experiencing, but as an understanding that is closely related to the understanding of music, or rather of the world by means of music.”
    —Johan Huizinga (1872–1945)