open Rnt let rec recursively_remove path = if Sys.is_directory path then begin Sys.readdir path |> Array.iter (fun name -> recursively_remove (Filename.concat path name)); Unix.rmdir path end else Sys.remove path let with_temporary_directory prefix ?(suffix = "") f = let path = Filename.temp_dir ~temp_dir:(Filename.get_temp_dir_name ()) prefix suffix in Fun.protect (fun () -> f path) ~finally:(fun () -> recursively_remove path) let condition_as_failure = function | Ok r -> r | Error c -> Alcotest.fail (Concepts.Condition.to_string_hum c) let pp_value ppf v = Format.pp_print_string ppf (Concepts.Value.to_string v) let value = Alcotest.testable pp_value Concepts.Value.equal module Storage = struct module type CONFIGURATOR = sig val configure : string -> Rnt.Concepts.Configuration.term end module LMDB_Configurator : CONFIGURATOR = struct let configure base = let open Sexplib.Sexp in List [Atom "lmdb"; List [Atom "path"; Atom base]; List [Atom "mode"; Atom "420"]] |> Rnt.Concepts.Configuration.term_of_sexp end module Make (S : Abstract.Storage.STORAGE) (C : CONFIGURATOR) = struct module SI = Kernel.Storage.Make (S) module SR = Kernel.SubstantialRelation.Make (S) let store_schema tx attributes = Concepts.Encoding.Bencode.(Dict (List.map (fun a -> a, String "string") attributes) |> to_blob) |> SI.store_blob tx let relation conn attributes tuples = let open Utilities.Result in let* value = SI.with_transaction conn (fun tx -> let* schematics = store_schema tx attributes in let* _ = SR.TupleSet.empty_under tx in let* node = List.fold_left (fun node tuple -> let* node = node in SR.TupleSet.insert tx (Concepts.Tuple.hash tuple) tuple node ) (Ok SR.TupleSet.empty) tuples in let relation = {SR.schematics; tuples= SR.TupleSet.hash_of node} in let* _ = SI.store_blob tx (SR.encode relation) in Ok relation ) in SR.load conn value let with_connection f dir () = with_temporary_directory dir begin fun dir -> begin let open Utilities.Result in let* conn = S.connect (C.configure dir) in Ok (Fun.protect ~finally:(fun () -> S.disconnect conn) (fun () -> f conn)) end |> condition_as_failure end end end