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:
“The very definition of the real becomes: that of which it is possible to give an equivalent reproduction.... The real is not only what can be reproduced, but that which is always already reproduced. The hyperreal.”
—Jean Baudrillard (b. 1929)
“Scientific method is the way to truth, but it affords, even in
principle, no unique definition of truth. Any so-called pragmatic
definition of truth is doomed to failure equally.”
—Willard Van Orman Quine (b. 1908)
“Its 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)