logit transformation造句
例句與造句
- Thus the logit transformation is referred to as the " link function " in logistic regression although the dependent variable in logistic regression is binomial, the logit is the continuous criterion upon which linear regression is conducted.
- Logit transformations are interesting, as they usually transform various shapes ( including J-shapes ) into ( usually skewed ) bell-shaped densities over the logit variable, and they may remove the end singularities over the original variable:
- If values are naturally restricted to be in the range 0 to 1, not including the end-points, then a logit transformation may be appropriate : this yields values in the range ( & minus; ", " ).
- The following logit transformation can be used to solve for the unknown shape parameter ( for skewed cases such that \ hat { \ alpha } \ neq \ hat { \ beta }, otherwise, if symmetric, both-equal-parameters are known when one is known ):
- As previously discussed in the section " Moments of logarithmically transformed random variables, " the logit transformation \ ln \ frac { X } { 1-X }, studied by Johnson, extends the finite support [ 0, 1 ] based on the original variable " X " to infinite support in both directions of the real line ( " ", + " ).
- It's difficult to find logit transformation in a sentence. 用logit transformation造句挺難的
- This logit transformation is the logarithm of the transformation that divides the variable " X " by its mirror-image ( " X " / ( 1-" X " ) resulting in the " inverted beta distribution " or beta prime distribution ( also known as beta distribution of the second kind or Pearson's Type VI ) with support [ 0, + " ).