RED-completet =>* t' ∧ irred(t') ⊦ 〈RED(t; t0)〉 t0 = t'RED1-lemdecl-03
1032RED-complete-proofRED-complete-proof-info
The proof is valid.
RED-iff-reduce
../../../../specs/reduce/export/unit.xmlreduce../../../../specs/reduce/export/reduce-def/longlemmainfo.xmlreduce-def../../../../specs/reduce/export/unit.xmlreduce../../../../specs/reduce/export/it-rec-01/longlemmainfo.xmlit-rec-01../../../../specs/reduce/export/unit.xmlreduce../../../../specs/reduce/export/reduce-unique/longlemmainfo.xmlreduce-unique../../../../../lib/basic/specs/nat-basic2/export/unit.xmlnat-basic2../../../../../lib/basic/specs/nat-basic2/export/s/longlemmainfo.xmls../../../../../lib/basic/specs/nat-basic1/export/unit.xmlnat-basic1../../../../../lib/basic/specs/nat-basic1/export/ref-1/longlemmainfo.xmlref-1../../../../specs/term_or_none/export/unit.xmlterm_or_none../../../../specs/term_or_none/export/disj/longlemmainfo.xmldisj../../../../specs/term_or_none/export/unit.xmlterm_or_none../../../../specs/term_or_none/export/elim/longlemmainfo.xmlelim../../../../../lib/basic/specs/nat-basic2/export/unit.xmlnat-basic2../../../../../lib/basic/specs/nat-basic2/export/c/longlemmainfo.xmlc../../../../../lib/basic/specs/nat-basic2/export/unit.xmlnat-basic2../../../../../lib/basic/specs/nat-basic2/export/a/longlemmainfo.xmla../../../../../lib/basic/specs/nat-basic2/export/unit.xmlnat-basic2../../../../../lib/basic/specs/nat-basic2/export/oz/longlemmainfo.xmloz../../../../../lib/basic/specs/nat/export/unit.xmlnat../../../../../lib/basic/specs/nat/export/elim-pred-c/longlemmainfo.xmlelim-pred-c../../../../../lib/basic/specs/nat/export/unit.xmlnat../../../../../lib/basic/specs/nat/export/pred-03/longlemmainfo.xmlpred-03../../../../specs/reduce/export/unit.xmlreduce../../../../specs/reduce/export/irred-no-step/longlemmainfo.xmlirred-no-step../../../../specs/reduce/export/unit.xmlreduce../../../../specs/reduce/export/it-base/longlemmainfo.xmlit-base