Abstrakt
We prove that any set of axioms containing B, B', and the prelinearity axiom is D-complete, i.e. the very same formulae are provable with the rule of condensed detachment as are with modus ponens and substitution.
We prove that any set of axioms containing B, B', and the prelinearity axiom is D-complete, i.e. the very same formulae are provable with the rule of condensed detachment as are with modus ponens and substitution.