def
definition
def or abbrev
RSExists
show as:
view Lean formalization →
formal statement (Lean)
37def RSExists (x : ℝ) : Prop := Jcost x = 0
proof body
Definition body.
38
39/-- RSExists iff x = 1 (the unique J-cost minimiser). -/
used by (25)
-
CostFirstExistenceCert -
rsExists_iff_one -
discrete_minimum_stable -
discreteness_forced -
stable_existence_requires_discrete -
complete_godel_dissolution -
GodelDissolutionTheorem -
godel_not_obstruction -
mp_forces_existence -
mp_physical -
nothing_not_rs_exists -
ontology_summary -
RSExists -
RSExists_cfg -
rs_exists_iff_defect_zero -
rs_exists_iff_law_exists -
rs_exists_one -
rs_exists_unique -
rs_exists_unique_one -
RSReal -
RSReal_gen -
RSReal_synth -
rs_true_classical_iff -
ledger_self_grounding -
is_implies_ought