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types.ml
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open Containers type eclass_id = Id.t type enode = Symbol.t * eclass_id list let str p v = Format.to_string p v (* ** ID *) module EClassId = struct type t = eclass_id let pp fmt id = Format.pp_print_string fmt @@ Printf.sprintf "e%d" (Id.repr id) let show = str pp let compare (a:t) (b: t) = Int.compare (a :> int) (b :> int) let%test "IDs print correctly" = let store = Id.create_store () in Alcotest.(check string) "should pretty print as e0" "e0" (str pp (Id.make store ())) end (* ** Node *) module ENode = struct type t = enode let children (_, children) = children let canonicalise uf (sym, children) = (sym, List.map (Id.find uf) children) let hash : enode Hash.t = Hash.(pair poly (list Id.hash)) let%test "node hashes correctly" = let store = Id.create_store () in let i1 = Id.make store () in Alcotest.(check int) "hash values should match" (hash (Symbol.intern "example", [i1])) (hash (Symbol.intern "example", [i1])) let%test "node hashes correctly after union" = let store = Id.create_store () in let i1 = Id.make store () in let i2 = Id.make store () in let hash_1 = hash (Symbol.intern "example", [i1]) in ignore @@ Id.union store i1 i2; let hash_2 = hash (Symbol.intern "example", [i1]) in Alcotest.(check int) "hash values should match" hash_1 hash_2 let equal : enode Equal.t = Equal.(pair poly (list Id.eq_id)) let pp ?(pp_id=EClassId.pp) fmt (sym, children) = match children with | [] -> Symbol.pp fmt sym | children -> let open Format in pp_print_string fmt "("; pp_open_hvbox fmt 1; Symbol.pp fmt sym; pp_print_space fmt (); pp_print_list ~pp_sep:(pp_print_space) pp_id fmt children; pp_close_box fmt (); pp_print_string fmt ")" let%test "leaf nodes prints correctly" = Alcotest.(check string) "should pretty print as sexp" "example" (str (pp ~pp_id:EClassId.pp) (Symbol.intern "example", [])) let%test "node prints correctly" = let store = Id.create_store () in Alcotest.(check string) "should pretty print as sexp" "(example e0 e1 e2)" (str (pp ~pp_id:EClassId.pp) (Symbol.intern "example", List.init 3 (fun _ -> Id.make store ())) ) module Set = Set.Make (struct type t = enode let compare n1 n2 = Int.compare (hash n1) (hash n2) end) end