package ecaml

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package ecaml
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include Value.Subtype
type t = private Value.t

We expose private value for free identity conversions when the value is nested in some covariant type, e.g. (symbols : Symbol.t list :> Value.t list) rather than List.map symbols ~f:Symbol.to_value.

val sexp_of_t : t -> Ppx_sexp_conv_lib.Sexp.t
val eq : t -> t -> bool

eq t1 t2 = Value.eq (to_value t1) (to_value t2), i.e. eq checks whether the Emacs values underlying t1 and t2 are physically equal. This is different than phys_equal t1 t2, because we don't always wrap eq Emacs values in phys_equal OCaml values. I.e. phys_equal t1 t2 implies eq t1 t2, but not the converse.

val is_in_subtype : Value.t -> bool
val of_value_exn : Ecaml_value__.Value0.t -> t
val to_value : t -> Ecaml_value__.Value0.t
val type_ : t Value.Type.t
include Core_kernel.Equal.S with type t := t
val equal : t Base.Equal.equal
include Value.Funcall with type t := t
val funcall0 : t -> Value.t
val funcall1 : t -> Value.t -> Value.t
val funcall2 : t -> Value.t -> Value.t -> Value.t
val funcall3 : t -> Value.t -> Value.t -> Value.t -> Value.t
val funcall4 : t -> Value.t -> Value.t -> Value.t -> Value.t -> Value.t
val funcall5 : t -> Value.t -> Value.t -> Value.t -> Value.t -> Value.t -> Value.t
val funcallN : t -> Value.t list -> Value.t
val funcallN_array : t -> Value.t array -> Value.t
val funcall0_i : t -> unit
val funcall1_i : t -> Value.t -> unit
val funcall2_i : t -> Value.t -> Value.t -> unit
val funcall3_i : t -> Value.t -> Value.t -> Value.t -> unit
val funcall4_i : t -> Value.t -> Value.t -> Value.t -> Value.t -> unit
val funcall5_i : t -> Value.t -> Value.t -> Value.t -> Value.t -> Value.t -> unit
val funcallN_i : t -> Value.t list -> unit
val funcallN_array_i : t -> Value.t array -> unit
val funcall_int_int_value_value_unit : t -> int -> int -> Value.t -> Value.t -> unit
val funcall_int_int_value_unit : t -> int -> int -> Value.t -> unit
val intern : string -> t