Irreducible Function Depending Set
A functional depending set S is irreducible if the set has the following three properties:
- Each right set of a functional dependency of S contains only one attribute.
- Each left set of a functional dependency of S is irreducible. It means that reducing any one attribute from left set will change the content of S (S will lose some information).
- Reducing any functional dependency will change the content of S.
Sets of Functional Dependencies(FD) with these properties are also called canonical or minimal.
Read more about this topic: Functional Dependency
Famous quotes containing the words irreducible, function, depending and/or set:
“If an irreducible distinction between theatre and cinema does exist, it may be this: Theatre is confined to a logical or continuous use of space. Cinema ... has access to an alogical or discontinuous use of space.”
—Susan Sontag (b. 1933)
“It is not the function of our Government to keep the citizen from falling into error; it is the function of the citizen to keep the Government from falling into error.”
—Robert H. [Houghwout] Jackson (1892–1954)
“I’m not saying we wouldn’t get our hair mussed, Mister President, but I do say not more than ten to twenty million dead depending on the breaks.”
—Stanley Kubrick (b. 1928)
“We set up a certain aim, and put ourselves of our own will into the power of a certain current. Once having done that, we find ourselves committed to usages and customs which we had not before fully known, but from which we cannot depart without giving up the end which we have chosen. But we have no right, therefore, to claim that we are under the yoke of necessity. We might as well say that the man whom we see struggling vainly in the current of Niagara could not have helped jumping in.”
—Anna C. Brackett (1836–1911)