Created
December 12, 2020 21:09
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type _ t = | |
| Return : 'a -> 'a t | |
| Bind : | |
{ t : 'a t | |
; f : 'a -> 'b t | |
} | |
-> 'b t | |
| Isolated : 'a t -> 'a t | |
| Map : | |
{ t : 'a t | |
; f : 'a -> 'b | |
} | |
-> 'b t | |
| Both : | |
{ a : 'a t | |
; b : 'b t | |
} | |
-> ('a * 'b) t | |
| X : v t | |
| Y : v t | |
| Z : v t | |
| Set_x : v -> unit t | |
| Set_y : v -> unit t | |
| Set_z : v -> unit t | |
[@@deriving sexp_of] | |
let rec eval : type a. a t -> x:v -> y:v -> z:v -> a * v * v * v = | |
fun v ~x ~y ~z -> | |
match v with | |
| Return a -> a, x, y, z | |
| Bind { t; f } -> | |
let o, x, y, z = eval t ~x ~y ~z in | |
eval (f o) ~x ~y ~z | |
| Map { t; f } -> | |
let o, x, y, z = eval t ~x ~y ~z in | |
f o, x, y, z | |
| Both { a; b } -> | |
let a, x, y, z = eval a ~x ~y ~z in | |
let b, x, y, z = eval b ~x ~y ~z in | |
(a, b), x, y, z | |
| Isolated t -> | |
let o, _, _, _ = eval t ~x ~y ~z in | |
o, x, y, z | |
| X -> x, x, y, z | |
| Y -> y, x, y, z | |
| Z -> z, x, y, z | |
| Set_x x -> (), x, y, z | |
| Set_y y -> (), x, y, z | |
| Set_z z -> (), x, y, z | |
;; |
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