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Applies the rule of Implication Introduction.
Given a proven formula F and an arbitrary formula G, it derives the implication G => F.
This rule allows the introduction of implications in Hilbert-style calculus, enabling the creation of conditional statements from established facts.
An array containing [provenFormula, newFormula]. - provenFormula: The formula that has been proven - newFormula: The arbitrary formula to be the antecedent
The implication (newFormula => provenFormula)
if implication creation is not applicable.
Applies the rule of Implication Introduction.
Given a proven formula F and an arbitrary formula G, it derives the implication G => F.
This rule allows the introduction of implications in Hilbert-style calculus, enabling the creation of conditional statements from established facts.