Formal Definition
The formal definition is given as follows.
Let be a relation schema and let and (subsets). The multivalued dependency
(which can be read as multidetermines ) holds on if, in any legal relation, for all pairs of tuples and in such that, there exist tuples and in such that
In more simple words the above condition can be expressed as follows: if we denote by the tuple having values for collectively equal to correspondingly, then whenever the tuples and exist in, the tuples and should also exist in .
Read more about this topic: Multivalued Dependency
Famous quotes containing the words formal and/or definition:
“I will not let him stir
Till I have used the approvèd means I have,
With wholesome syrups, drugs, and holy prayers,
To make of him a formal man again.”
—William Shakespeare (15641616)
“Was man made stupid to see his own stupidity?
Is God by definition indifferent, beyond us all?
Is the eternal truth mans fighting soul
Wherein the Beast ravens in its own avidity?”
—Richard Eberhart (b. 1904)