-inductive thom: term → term → Prop ≝
- | thom_sort: ∀k. thom (⋆k) (⋆k)
- | thom_lref: ∀i. thom (#i) (#i)
- | thom_abst: ∀V1,V2,T1,T2. thom (𝕚{Abst} V1. T1) (𝕚{Abst} V2. T2)
+inductive thom: relation term ≝
+ | thom_atom: ∀I. thom (𝕒{I}) (𝕒{I})
+ | thom_abst: ∀V1,V2,T1,T2. thom (𝕔{Abst} V1. T1) (𝕔{Abst} V2. T2)