multivariate mutual information造句
例句與造句
- The multivariate mutual information may be positive, negative or zero.
- The multivariate mutual information is represented by gray region.
- The multivariate mutual information is the only one of all that may be negative . ]]
- Alternatively, the multivariate mutual information may be defined in measure-theoretic terms as the intersection of the individual entropies \ mu ( \ tilde { X } _ i ):
- In the case where the sum of the mutual informations is less than " I ( X, Y; Z ) ", the multivariate mutual information will be negative.
- It's difficult to find multivariate mutual information in a sentence. 用multivariate mutual information造句挺難的
- In the case where the sum of the two mutual informations is greater than " I ( X, Y; Z ) ", the multivariate mutual information will be positive.
- The above explanation is intended to give an intuitive understanding of the multivariate mutual information, but it obscures the fact that it does not depend upon which variable is the subject ( e . g ., " Z " in the above example ) and which other two are being thought of as the source of information.