In the context of formal logic, theorem proving, and some automated reasoning systems, wrt_not is an abbreviation for (or occasionally "with respect to not"). It is not a standard operator in everyday programming, but appears in certain logical frameworks, proof assistants (like Isabelle/HOL or Coq), and internal representations of logical formulas. What Does wrt_not Indicate? When a rule, transformation, or operation is labeled wrt_not , it means that the operation treats negation as a central reference point — often when rewriting, normalizing, or reasoning about negated subformulas.
Another example — pushing negation over disjunction: wrt_not
elim_double_neg_wrt_not: ¬¬P → P Here, wrt_not indicates that the rule explicitly concerns the negation connective. In the context of formal logic, theorem proving,
If you encountered wrt_not in a specific codebase or tool, check the documentation for that system — it likely defines a set of rewrite rules or polarity-sensitive operations named with this convention. When a rule, transformation, or operation is labeled