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Theorem gabs-def
⊦ gabs(gs, lsf, pcf, ags, alsf, apcf) ↔ ags.mem = gs.pmem ∧ ags.ctr = gs.fctr ∧ reorder(ags.p, gs.pq, gs.rfo) ∧ ags.writers = gs.fwriters
Type: An axiom
Validity: The proof is valid.
Features: s, ls,
Comment:
Used by:
abs-init
,
step-absstep-CRASH-globalCRASH
,
step-absstep-PERSIST_FO-globalPERSIST_FO
,
step-absstep-PERSIST_W-globalPERSIST_W
,
step-absstep-PROP_FO-doWriteFO
,
step-absstep-PROP_FO-tau
,
step-absstep-PROP_SF-propSF
,
step-absstep-PROP_W-doWrite
,
Used by units in proved state:
Proof exists?: No