The elements of a logical statement in clause normal form, are called literals.
For example, given the clause {a, !b}
The literals are a
, !b
.
But suppose you want to obtain the set of elements regardless of whether they are negated.
The 'unsigned literals'(?) are a
, b
.
What would be a better/more standard term than 'unsigned literals'? One could say 'variables' I suppose, but that seems incongruous in a context where they could be constants, or complex terms in their own right.
The best available answer seems to be 'atoms' as in https://en.wikipedia.org/wiki/Atomic_formula - though the objects in question could be complex terms, they are atoms from the perspective of propositional logic.