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Theorem VF3concLInv

⊦ VF3concLInv(gs, ls, pc) ↔ (pc = L8 ∨ pc = F → gs.gspmx = ∅) ∧ (pc = L3 ∨ pc = L4 ∨ pc = L5 ∨ pc = L6 → gs.ghostlspmxf(ls.tid) = ls.lspmx) ∧ (pc = L7 → ls.np ∈ ls.lspmx ∧ gs.ghostlspmxf(ls.tid) = ls.lspmx -- ls.np) ∧ (pc = I ∨ pc = L1 ∨ pc = L2 ∨ pc = L8 ∨ pc = F → gs.ghostlspmxf(ls.tid) = ∅) ∧ (pc = L0 → false) ∧ (pc = L8 → true) ∧ (pc = L1 → true) ∧ (pc = L5 → ls.np ∈ ls.lspmx) ∧ (pc = L4 → ls.lspmx ≠ ∅) ∧ (pc = L6 → ls.np ∈ ls.lspmx) ∧ (pc = L3 → true) ∧ (pc = L7 → true) ∧ (pc = L2 → true) ∧ (pc = L0 → true)