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Table 2
The dit-bit transform from the compound logical entropies to the corresponding Shannon entropies.
The Dit-Bit Transform:  |
|
|---|---|
| h(p) = | ∑i pi (1 − pi) |
| H(p) = | ∑i pi log(1/pi) |
| h(X,Y) = | ∑x,y p(x, y) [1 − p(x,y)] |
| H(X,Y) = |
 |
| m(X,Y) = | ∑x,y p(x,y)[[1 −p(x)] + [1 – p(y)] − [1 − p(x,y)]] |
| I(X,Y) = |
 |