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enrich
RG-I-2-Theory
with
functions not . : (param × state → bool) → param × state → bool;
predicates P-restr : param × (param × state → bool) × (param × state → bool) × (param × state × state → bool);
stable : param × (param × state → bool) × (param × state × state → bool);
variables P : param × state → bool;
I : param × state → bool;
axioms notP-def : ⊦ (¬ P)(pm, s) ↔ ¬ P(pm, s);
used for: s, ls;
stable-def : ⊦ stable(pm, I, R) ↔ (∀ s, s0. I(pm, s) ∧ R(pm, s, s0) → I(pm, s0));
P-restr-def : ⊦ P-restr(pm, P, I, R) ↔ (∀ s, s0. I(pm, s) ∧ I(pm, s0) ∧ P(pm, s) ∧ R(pm, s, s0) → P(pm, s0));
end enrich