the home of a logical theory that when a wff is legitimate then it should be a theorem. Symbolically, letting T express a theory within reasoning L, this is often represented because the property that anytime is true, then also needs to be real, for just about any wff φ of logic L.

The state to be full.

The state or top-notch being complete; perfectness; entireness; thoroughness.

hawaii to be total and whole; having everything that is needed

(reasoning) an attribute of a logical system that is so constituted that a contradiction occurs if any idea is introduced that cannot be produced by the axioms of system

the state or problem to be complete

the home of a logical theory that anytime a wff is good then it additionally needs to be a theorem. Symbolically, permitting T express a theory within logic L, this is represented as the property that when holds true, then must also be real, for any wff φ of reasoning L.

their state to be complete.

their state or quality of becoming complete; perfectness; entireness; thoroughness.

their state of being full and whole; having everything that is required

(reasoning) an attribute of a logical system that is therefore constituted that a contradiction arises if any idea is introduced that cannot be derived from the axioms associated with the system

## How would you define completeness?