Joint Entropy - Definition

Definition

The joint entropy of two variables and is defined as

where and are particular values of and, respectively, is the probability of these values occurring together, and is defined to be 0 if .

For more than two variables this expands to

where are particular values of, respectively, is the probability of these values occurring together, and is defined to be 0 if .

Read more about this topic:  Joint Entropy

Famous quotes containing the word definition:

    It’s a rare parent who can see his or her child clearly and objectively. At a school board meeting I attended . . . the only definition of a gifted child on which everyone in the audience could agree was “mine.”
    Jane Adams (20th century)

    I’m beginning to think that the proper definition of “Man” is “an animal that writes letters.”
    Lewis Carroll [Charles Lutwidge Dodgson] (1832–1898)

    ... if, as women, we accept a philosophy of history that asserts that women are by definition assimilated into the male universal, that we can understand our past through a male lens—if we are unaware that women even have a history—we live our lives similarly unanchored, drifting in response to a veering wind of myth and bias.
    Adrienne Rich (b. 1929)