flan/lib/types.ml
Joseph Ferano 26242388b9 int and float are the machine types, not a second name for them
The author's exception to the foreign-spelling list: int is i32 and float
is f32, and nothing else on that list moves.

Spelled in Types.ikind_of_name and Types.fkind_of_name rather than as two
prelude defaliases, because Check.is_cast asks those two functions and never
the alias table — a prelude alias would have left (int x) with no reading
while (i32 x) had one. Both names join primitive_names for the same reason
one layer down: that list is what decides (vec-new int) and the three-element
(defvar x int).

Nothing reverses: ikind_name still says i32, so every message, signature,
inspector line and DWARF name shows the machine type whichever spelling was
written.

A defalias restating the builtin is the no-op it says it is; one pointing the
name anywhere else is refused, since the alias table is never consulted and
the declaration would otherwise mean i32 in silence.
2026-09-20 19:09:26 +07:00

205 lines
9.8 KiB
OCaml

(** Resolved types: what [Ast.texpr] means once names are looked up.
The AST's type expressions are surface syntax — [Tname "Ptr"] and
[Tapp ("Option", ...)] are just names there. Here they are the real thing,
and two types are the same type exactly when they are structurally equal.
Milestone 2 has no generics, so there is no unification and no substitution:
a type variable is parsed, carried, and rejected the moment a value would
have to have it. That rejection lives in [Check]; this module only names
the shape. *)
(* Machine integer types. Signedness and width are both part of the type —
there is no implicit widening anywhere, per plan.org. *)
type ikind = I8 | I16 | I32 | I64 | U8 | U16 | U32 | U64
type fkind = F32 | F64
type t =
| Int of ikind
| Float of fkind
| Bool
| String
| Unit (* the zero-sized type, not C's void *)
| Never (* return, exit, error: no value at all *)
| Named of string (* a struct or data type, declared here *)
(* A C enum: an i32 at run time, but its own type, so a keyword at a call
site has something to resolve against and a plain integer does not fit. *)
| Enum of string
| Slice of t (* [T] ptr+len, non-owning *)
| Array of int64 * t (* [n T] inline, a value, copies *)
| Map of t * t (* (Map K V) *)
| Ptr of t (* (Ptr T) *)
(* [Allocator]: a builtin opaque type, the way [string] is a builtin
ptr+len. It is a [Types.t] case with no user-writable constructor, which
is what lets spec-memory.md's "procedure plus an opaque data pointer" be
expressed with none of milestone 5's function values — the procedure is a
C symbol the emitter names and no Flan type ever mentions it. At run time
it is a pointer to the runtime's [flan_allocator], never a copy of one:
the capability set and the epoch have to be shared by every container
made from it, and a copy would give each its own. *)
| Alloc
(* [(Vec T)]: ptr + len + cap + allocator, owning and move-only. One
type-erased runtime over (size, align) stands behind every instantiation,
so this is a container without generics — the concrete type is known only
at the call site, which is exactly where the two numbers are produced. *)
| Vec of t
| Option of t (* (Option T) *)
| Fn of t list * t (* (Fn [T ...] R) *)
| Var of string (* a type variable — milestone 5 *)
(* [dyn]: one machine word whose contents the runtime knows and this module
does not. It is a written type — [(defvar x dyn 5)] boxes the 5 — and it
is also what an unannotated [defn] parameter means, which is why it is a
case here and not a Named type the prelude declares: the checker has to
recognise it to choose the boxing and the dyn op lowering, and a name in a
table cannot be matched on.
Nothing about the representation is stated here on purpose. The word is
opaque to the compiler — runtime/flan_dyn.h owns which bits are a tag —
so that milestone 2 can change the encoding without touching Emit. *)
| Dyn
let signed = function
| I8 | I16 | I32 | I64 -> true
| U8 | U16 | U32 | U64 -> false
let bits = function
| I8 | U8 -> 8 | I16 | U16 -> 16 | I32 | U32 -> 32 | I64 | U64 -> 64
let bits_f = function F32 -> 32 | F64 -> 64
(* [int] and [float] are the two builtin aliases, and they are spelled here
rather than as prelude [defalias]es so that they are the machine type and
not a second name for it. The difference is visible at a cast: [Check]'s
[is_cast] asks these two functions whether a head names a primitive, and an
entry in the alias table is not consulted there — so a prelude alias would
give [(int x)] no reading while [(i32 x)] had one. Named here, every path
that already accepts [i32] accepts [int] without learning the word.
Only these two. The rest of the foreign spellings — [long], [double],
[uint], [str] — stay refusals that teach the Flan name; see
[Check.foreign_spelling] for why the line is drawn where it is.
The mapping is one-way on purpose: [ikind_name] and [fkind_name] below
still answer [i32] and [f32], so every message, every DWARF name and every
inspector line the user sees says the machine type, whichever spelling the
source used. *)
let ikind_of_name = function
| "i8" -> Some I8 | "i16" -> Some I16 | "i32" | "int" -> Some I32
| "i64" -> Some I64
| "u8" -> Some U8 | "u16" -> Some U16 | "u32" -> Some U32 | "u64" -> Some U64
| _ -> None
let fkind_of_name = function
| "f32" | "float" -> Some F32 | "f64" -> Some F64 | _ -> None
(* Every name the resolver accepts as a primitive type. The list exists so a
near-miss can be reported as the typo it is. [Unit] is on it because the
resolver still answers to that name -- [Cimport] builds [Tname "Unit"] for
C's void, and never goes through the parser -- but nobody writes it: unit
is spelled [()] in source, and [Parse.texpr] refuses the word.
[int] and [float] are on it for the same reason they are in the two
functions above: the places that ask this list — whether a [defvar]'s third
element is a type, whether [(vec-new int)] names an element type, whether a
[let] binding vector has an annotation wedged into it — must answer the
same for [int] as for [i32], or the alias is a type-position-only spelling
and the identity is a half one. *)
let primitive_names =
[ "i8"; "i16"; "i32"; "i64"; "u8"; "u16"; "u32"; "u64";
"f32"; "f64"; "bool"; "string"; "dyn"; "Unit"; "Never"; "Allocator";
"int"; "float" ]
let ikind_name k =
(if signed k then "i" else "u") ^ string_of_int (bits k)
let fkind_name = function F32 -> "f32" | F64 -> "f64"
(* Structural equality is the whole story: no subtyping, no coercion between
machine types, no variance. Written out rather than using [=] so that adding
a case with a function or a mutable field cannot silently break it. *)
let rec equal a b =
match a, b with
| Int x, Int y -> x = y
| Float x, Float y -> x = y
(* [Dyn] is equal to itself and to nothing else. Two dyn values may hold
different things at run time, which is the point of the type and is not
this function's question: this is identity of *static* types, and there is
one dyn type the way there is one string type. *)
| Bool, Bool | String, String | Unit, Unit | Never, Never | Dyn, Dyn -> true
| Named x, Named y | Enum x, Enum y -> String.equal x y
| Slice x, Slice y -> equal x y
| Array (n, x), Array (m, y) -> Int64.equal n m && equal x y
| Map (k, v), Map (k', v') -> equal k k' && equal v v'
| Ptr x, Ptr y -> equal x y
| Alloc, Alloc -> true
| Vec x, Vec y -> equal x y
| Option x, Option y -> equal x y
| Fn (ps, r), Fn (ps', r') ->
List.length ps = List.length ps'
&& List.for_all2 equal ps ps'
&& equal r r'
| Var x, Var y -> String.equal x y
| _ -> false
let rec to_string = function
| Int k -> ikind_name k
| Float k -> fkind_name k
| Bool -> "bool"
| String -> "string"
| Unit -> "()"
| Never -> "Never"
| Named n | Enum n -> n
| Slice t -> "[" ^ to_string t ^ "]"
| Array (n, t) -> Printf.sprintf "[%Ld %s]" n (to_string t)
| Map (k, v) -> Printf.sprintf "(Map %s %s)" (to_string k) (to_string v)
| Ptr t -> "(Ptr " ^ to_string t ^ ")"
| Alloc -> "Allocator"
| Vec t -> "(Vec " ^ to_string t ^ ")"
| Option t -> "(Option " ^ to_string t ^ ")"
| Fn (ps, r) ->
Printf.sprintf "(Fn [%s] %s)"
(String.concat " " (List.map to_string ps)) (to_string r)
| Var n -> n
| Dyn -> "dyn"
let is_numeric = function Int _ | Float _ -> true | _ -> false
(* The key types the first Map implementation admits (spec-memory.md, "Maps —
first implementation"): integers, enums, strings, fixed arrays, and value
structs composed recursively from those. Equality and hashing for them are
compiler-provided structural operations, so this is the whole of what the
emitted hash and equality pair has to cover — there is no dispatch to design
and no type class anywhere.
A struct is [Named], and whether its fields qualify cannot be decided here:
this module has no field table. [Check] finishes the job by walking them,
which is also where it emits the pair. Everything this does say no to says
no for a reason that will not change with a milestone: a [Ptr] or a [Slice]
key would hash an address, and hashing an address is a different operation
from hashing what it points at. *)
let rec keyable = function
| Int _ | Enum _ | Bool | String -> true
| Float _ -> false (* NaN /= NaN, and 0.0 and -0.0 differ bytewise *)
| Array (_, t) -> keyable t
| Named _ -> true (* [Check] decides, by walking the fields *)
| _ -> false
(* Ordering is defined on machine types and on nothing else — structs and
slices have no built-in [<], because an unconstrained type supports only
what every type supports (plan.org, Types). A string has no ordering
either: there is no true answer to whether one string is less than another
until the language picks a collation, and byte order is not it. *)
let is_comparable = function Enum _ -> true | t -> is_numeric t
(* Equality admits one type ordering does not: a string, grown in by the M2
queue's item 5 — bytewise, by content and not by address, so two
separately built strings with the same bytes are equal. *)
let is_equatable = function String -> true | t -> is_comparable t
(* [Never] is the type of an expression that does not produce a value: return,
an early-returning `some`, exit. It fits anywhere, and that is the only
place anything resembling subtyping exists. *)
let fits ~expected ~actual =
match actual with Never -> true | _ -> equal expected actual