Module Sorts

The sorts of CCI.
module QGlobal : sig ... end
module QVar : sig ... end
module Quality : sig ... end
module ElimConstraint : sig ... end
module ElimConstraints : sig ... end
val enforce_eq_quality : Quality.t -> Quality.t -> ElimConstraints.t -> ElimConstraints.t
val enforce_elim_to_quality : Quality.t -> Quality.t -> ElimConstraints.t -> ElimConstraints.t
module QCumulConstraint : sig ... end
module QCumulConstraints : sig ... end
val enforce_eq_cumul_quality : Quality.t -> Quality.t -> QCumulConstraints.t -> QCumulConstraints.t
val enforce_leq_quality : Quality.t -> Quality.t -> QCumulConstraints.t -> QCumulConstraints.t
module QUConstraints : sig ... end
type t = private
| SProp
| Prop
| Set
| Type of Univ.Universe.t
| QSort of QVar.t * Univ.Universe.t
val sprop : t
val set : t
val prop : t
val type1 : t
val qsort : QVar.t -> Univ.Universe.t -> t
val make : Quality.t -> Univ.Universe.t -> t
val equal : t -> t -> bool
val compare : t -> t -> int
val hash : t -> int
val is_sprop : t -> bool
val is_set : t -> bool
val is_prop : t -> bool
val is_small : t -> bool
val quality : t -> Quality.t
val hcons : t Hashcons.f
val sort_of_univ : Univ.Universe.t -> t
val univ_of_sort : t -> Univ.Universe.t
val levels : t -> Univ.Level.Set.t
val super : t -> t
val subst_fn : ((QVar.t -> Quality.t) * (Univ.Universe.t -> Univ.Universe.t)) -> t -> t
type relevance =
| Relevant
| Irrelevant
| RelevanceVar of QVar.t

On binders: is this variable proof relevant

val relevance_hash : relevance -> int
val relevance_equal : relevance -> relevance -> bool
val relevance_subst_fn : (QVar.t -> Quality.t) -> relevance -> relevance
val relevance_of_sort : t -> relevance
val debug_print : t -> Pp.t
val pr : (QVar.t -> Pp.t) -> (Univ.Universe.t -> Pp.t) -> t -> Pp.t
val raw_pr : t -> Pp.t
type ('q, 'u) pattern =
| PSProp
| PSSProp
| PSSet
| PSType of 'u
| PSQSort of 'q * 'u
val pattern_match : (int option, int option) pattern -> t -> ('t, Quality.t, Univ.Level.t) Partial_subst.t -> ('t, Quality.t, Univ.Level.t) Partial_subst.t option