Lossless Decomposition and Dependency Preservation
A decomposition is lossless when joining the pieces reproduces the original exactly, and dependency preserving when every dependency can still be chec...
Dependencies, closure and Armstrong axioms.
9 notes tagged
A decomposition is lossless when joining the pieces reproduces the original exactly, and dependency preserving when every dependency can still be chec...
BCNF requires every determinant to be a super key. It is stricter than 3NF, removes the last key based redundancy, and sometimes cannot be reached wit...
A relation is in 3NF when it is in 2NF and no non prime attribute depends on another non prime attribute. It is the practical target for most producti...
A relation is in 2NF when it is in 1NF and no non prime attribute depends on only part of a candidate key. It only ever matters when the key is compos...
Two dependency sets are equivalent when each implies the other. A minimal cover is the smallest equivalent set, computed in three steps, and it is wha...
A reliable method for finding every candidate key: classify attributes by where they appear in the dependencies, build a compulsory core, then extend...
Three primary axioms - reflexivity, augmentation and transitivity - are sound and complete, meaning they derive every dependency that follows and none...
The closure of an attribute set is everything it determines. Computing it is a short mechanical loop, and it is the single tool used to find keys, tes...
A functional dependency says that whenever two tuples agree on X they must also agree on Y. It is a rule about every possible instance, not an observa...