modifying doc and test for loops (Cameligo and pascaligo)
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@ -57,45 +57,21 @@ constant, therefore it makes no sense in CameLIGO to feature loops,
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which we understand as syntactic constructs where the state of a
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stopping condition is mutated, as with "while" loops in PascaLIGO.
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Instead, CameLIGO implements a *folded operation* by means of a
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predefined function named `Loop.fold_while`. It takes an initial value
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of a certain type, called an *accumulator*, and repeatedly calls a
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given function, called *folded function*, that takes that
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accumulator and returns the next value of the accumulator, until a
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condition is met and the fold stops with the final value of the
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accumulator. The iterated function needs to have a special type: if
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the type of the accumulator is `t`, then it must have the type `bool *
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t` (not simply `t`). It is the boolean value that denotes whether the
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stopping condition has been reached.
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Instead, CameLIGO loops are written by means of a tail recursive function
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Here is how to compute the greatest common divisors of two natural
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numbers by means of Euclid's algorithm:
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```cameligo group=a
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let iter (x,y : nat * nat) : bool * (nat * nat) =
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if y = 0n then false, (x,y) else true, (y, x mod y)
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let rec iter (x,y : nat * nat) : nat =
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if y = 0n then x else iter (y, x mod y)
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let gcd (x,y : nat * nat) : nat =
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let x,y = if x < y then y,x else x,y in
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let x,y = Loop.fold_while iter (x,y)
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in x
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iter (x,y)
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```
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To ease the writing and reading of the iterated functions (here,
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`iter`), two predefined functions are provided: `Loop.resume` and
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`Loop.stop`:
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```cameligo group=a
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let iter (x,y : nat * nat) : bool * (nat * nat) =
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if y = 0n then Loop.stop (x,y) else Loop.resume (y, x mod y)
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let gcd (x,y : nat * nat) : nat =
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let x,y = if x < y then y,x else x,y in
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let x,y = Loop.fold_while iter (x,y)
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in x
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```
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> Note that `stop` and `continue` (now `Loop.resume`) are
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> Note that `fold_while`, `stop` and `continue` (now `Loop.resume`) are
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> *deprecated*.
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You can call the function `gcd` defined above using the LIGO compiler
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@ -114,47 +90,22 @@ constant, therefore it makes no sense in ReasonLIGO to feature loops,
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which we understand as syntactic constructs where the state of a
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stopping condition is mutated, as with "while" loops in PascaLIGO.
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Instead, ReasonLIGO features a *fold operation* as a predefined
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function named `Loop.fold_while`. It takes an initial value of a
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certain type, called an *accumulator*, and repeatedly calls a given
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function, called *iterated function*, that takes that accumulator and
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returns the next value of the accumulator, until a condition is met
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and the fold stops with the final value of the accumulator. The
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iterated function needs to have a special type: if the type of the
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accumulator is `t`, then it must have the type `bool * t` (not simply
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`t`). It is the boolean value that denotes whether the stopping
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condition has been reached.
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Instead, ReasonLIGO loops are written by means of tail recursive functions
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Here is how to compute the greatest common divisors of two natural
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numbers by means of Euclid's algorithm:
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```reasonligo group=a
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let iter = ((x,y) : (nat, nat)) : (bool, (nat, nat)) =>
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if (y == 0n) { (false, (x,y)); } else { (true, (y, x mod y)); };
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let rec iter = ((x,y) : (nat, nat)) : nat =>
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if (y == 0n) { x; } else { iter ((y, x mod y)); };
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let gcd = ((x,y) : (nat, nat)) : nat => {
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let (x,y) = if (x < y) { (y,x); } else { (x,y); };
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let (x,y) = Loop.fold_while (iter, (x,y));
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x
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iter ((x,y))
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};
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```
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To ease the writing and reading of the iterated functions (here,
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`iter`), two predefined functions are provided: `Loop.resume` and
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`Loop.stop`:
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```reasonligo group=b
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let iter = ((x,y) : (nat, nat)) : (bool, (nat, nat)) =>
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if (y == 0n) { Loop.stop ((x,y)); } else { Loop.resume ((y, x mod y)); };
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let gcd = ((x,y) : (nat, nat)) : nat => {
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let (x,y) = if (x < y) { (y,x); } else { (x,y); };
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let (x,y) = Loop.fold_while (iter, (x,y));
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x
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};
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```
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> Note that `stop` and `continue` (now `Loop.resume`) are
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> Note that `fold_while`, `stop` and `continue` (now `Loop.resume`) are
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> *deprecated*.
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</Syntax>
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@ -1174,7 +1174,7 @@ let%expect_test _ =
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let%expect_test _ =
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run_ligo_bad [ "compile-contract" ; bad_contract "create_contract_toplevel.mligo" ; "main" ] ;
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[%expect {|
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ligo: in file "create_contract_toplevel.mligo", line 4, character 35 to line 8, character 8. No free variable allowed in this lambda: variable 'store' {"expression":"CREATE_CONTRACT(lambda (#P:Some(( nat * string ))) : None return let rhs#810 = #P in let p = rhs#810.0 in let s = rhs#810.1 in ( list[] : (TO_list(operation)) , store ) , NONE() : (TO_option(key_hash)) , 300000000mutez , \"un\")","location":"in file \"create_contract_toplevel.mligo\", line 4, character 35 to line 8, character 8"}
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ligo: in file "create_contract_toplevel.mligo", line 4, character 35 to line 8, character 8. No free variable allowed in this lambda: variable 'store' {"expression":"CREATE_CONTRACT(lambda (#P:Some(( nat * string ))) : None return let rhs#808 = #P in let p = rhs#808.0 in let s = rhs#808.1 in ( list[] : (TO_list(operation)) , store ) , NONE() : (TO_option(key_hash)) , 300000000mutez , \"un\")","location":"in file \"create_contract_toplevel.mligo\", line 4, character 35 to line 8, character 8"}
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If you're not sure how to fix this error, you can
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@ -1187,7 +1187,7 @@ ligo: in file "create_contract_toplevel.mligo", line 4, character 35 to line 8,
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run_ligo_bad [ "compile-contract" ; bad_contract "create_contract_var.mligo" ; "main" ] ;
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[%expect {|
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ligo: in file "create_contract_var.mligo", line 6, character 35 to line 10, character 5. No free variable allowed in this lambda: variable 'a' {"expression":"CREATE_CONTRACT(lambda (#P:Some(( nat * int ))) : None return let rhs#813 = #P in let p = rhs#813.0 in let s = rhs#813.1 in ( list[] : (TO_list(operation)) , a ) , NONE() : (TO_option(key_hash)) , 300000000mutez , 1)","location":"in file \"create_contract_var.mligo\", line 6, character 35 to line 10, character 5"}
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ligo: in file "create_contract_var.mligo", line 6, character 35 to line 10, character 5. No free variable allowed in this lambda: variable 'a' {"expression":"CREATE_CONTRACT(lambda (#P:Some(( nat * int ))) : None return let rhs#811 = #P in let p = rhs#811.0 in let s = rhs#811.1 in ( list[] : (TO_list(operation)) , a ) , NONE() : (TO_option(key_hash)) , 300000000mutez , 1)","location":"in file \"create_contract_var.mligo\", line 6, character 35 to line 10, character 5"}
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If you're not sure how to fix this error, you can
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@ -345,7 +345,7 @@ let rec simpl_expression :
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trace (simplifying_expr t) @@
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match t with
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Raw.ELetIn e ->
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let Raw.{binding; body; attributes; _} = e.value in
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let Raw.{kwd_rec; binding; body; attributes; _} = e.value in
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let inline = List.exists (fun (a: Raw.attribute) -> a.value = "inline") attributes in
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let Raw.{binders; lhs_type; let_rhs; _} = binding in
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begin match binders with
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@ -393,10 +393,50 @@ let rec simpl_expression :
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(chain_let_in tl body)
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| [] -> body (* Precluded by corner case assertion above *)
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in
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if List.length prep_vars = 1
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then ok (chain_let_in prep_vars body)
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(* Bind the right hand side so we only evaluate it once *)
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else ok (e_let_in (rhs_b, ty_opt) false inline rhs' (chain_let_in prep_vars body))
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let%bind ty_opt = match ty_opt with
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| None -> (match let_rhs with
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| EFun {value={binders;lhs_type}} ->
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let f_args = nseq_to_list (binders) in
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let%bind lhs_type' = bind_map_option (fun x -> simpl_type_expression (snd x)) lhs_type in
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let%bind ty = bind_map_list typed_pattern_to_typed_vars f_args in
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let aux acc ty = Option.map (t_function (snd ty)) acc in
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ok @@ (List.fold_right' aux lhs_type' ty)
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| _ -> ok None
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)
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| Some t -> ok @@ Some t
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in
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let%bind ret_expr = if List.length prep_vars = 1
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then ok (chain_let_in prep_vars body)
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(* Bind the right hand side so we only evaluate it once *)
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else ok (e_let_in (rhs_b, ty_opt) false inline rhs' (chain_let_in prep_vars body))
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in
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let%bind ret_expr = match kwd_rec with
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| None -> ok @@ ret_expr
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| Some _ ->
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match ret_expr.expression_content with
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| E_let_in li -> (
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let%bind lambda =
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let rec aux rhs = match rhs.expression_content with
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| E_lambda l -> ok @@ l
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| E_ascription a -> aux a.anno_expr
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| _ -> fail @@ corner_case "recursive only supported for lambda"
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in
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aux rhs'
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in
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let fun_name = fst @@ List.hd prep_vars in
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let%bind fun_type = match ty_opt with
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| Some t -> ok @@ t
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| None -> match rhs'.expression_content with
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| E_ascription a -> ok a.type_annotation
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| _ -> fail @@ untyped_recursive_function e
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in
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let expression_content = E_recursive {fun_name;fun_type;lambda} in
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let expression_content = E_let_in {li with rhs = {li.rhs with expression_content}} in
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ok @@ {ret_expr with expression_content}
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)
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| _ -> fail @@ corner_case "impossible"
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in
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ok ret_expr
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(* let f p1 ps... = rhs in body *)
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| (f, p1 :: ps) ->
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@ -670,7 +710,8 @@ and simpl_fun lamb' : expr result =
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e_lambda ~loc (binder) (Some input_type) output_type (layer_arguments tl)
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| [] -> body
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in
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return @@ layer_arguments params'
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let ret_lamb = layer_arguments params' in
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return @@ ret_lamb
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and simpl_logic_expression ?te_annot (t:Raw.logic_expr) : expr result =
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@ -1263,11 +1263,12 @@ and simpl_for_int : Raw.for_int -> (_ -> expression result) result = fun fi ->
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let%bind bound = simpl_expression fi.bound in
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let cond = e_annotation (e_constant C_LE [var ; bound]) t_bool in
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let step = e_int 1 in
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let continue_expr = e_constant C_FOLD_CONTINUE [(e_variable binder)] in
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let ctrl =
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e_let_in (it,Some t_int) false false (e_constant C_ADD [ var ; step ])
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(e_let_in (binder, None) false false (e_update (e_variable binder) "1" var)
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(e_variable binder))
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in
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e_let_in (it,Some t_int) false false (e_constant C_ADD [ var ; step ]) @@
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e_let_in (binder, None) false false (e_update (e_variable binder) "1" var)@@
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continue_expr
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in
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(* Modify the body loop*)
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let%bind for_body = simpl_block fi.block.value in
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let%bind for_body = for_body @@ Some ctrl in
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@ -1281,11 +1282,10 @@ and simpl_for_int : Raw.for_int -> (_ -> expression result) result = fun fi ->
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let restore = fun expr -> List.fold_right aux captured_name_list expr in
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(*Prep the lambda for the fold*)
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let continue_expr = e_constant C_FOLD_CONTINUE [restore(for_body)] in
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let stop_expr = e_constant C_FOLD_STOP [e_variable binder] in
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let aux_func = e_lambda binder None None @@
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e_let_in (it,Some t_int) false false (e_accessor (e_variable binder) "1") @@
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e_cond cond continue_expr (stop_expr) in
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e_cond cond (restore for_body) (stop_expr) in
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(* Make the fold_while en precharge the vakye *)
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let loop = e_constant C_FOLD_WHILE [aux_func; e_variable env_rec] in
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@ -101,6 +101,15 @@ them. please report this to the developers." in
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("value" , fun () -> Format.asprintf "%a" Mini_c.PP.value value) ;
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] in
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error ~data title content
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let unsupported_recursive_function expression_variable =
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let title () = "unsupported recursive function yet" in
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let content () = "only fuction with one variable are supported" in
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let data = [
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("value" , fun () -> Format.asprintf "%a" AST.PP.expression_variable expression_variable) ;
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] in
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error ~data title content
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end
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open Errors
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@ -521,12 +530,14 @@ and transpile_lambda l (input_type , output_type) =
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ok @@ Combinators.Expression.make_tpl (closure , tv)
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and transpile_recursive {fun_name; fun_type; lambda} =
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let rec map_lambda : AST.expression_variable -> type_value -> AST.expression -> expression result = fun fun_name loop_type e ->
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let rec map_lambda : AST.expression_variable -> type_value -> AST.expression -> (expression * expression_variable list) result = fun fun_name loop_type e ->
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match e.expression_content with
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E_lambda {binder;result} ->
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let%bind body = map_lambda fun_name loop_type result in
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ok @@ Expression.make (E_closure {binder;body}) loop_type|
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_ -> replace_callback fun_name loop_type e
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let%bind (body,l) = map_lambda fun_name loop_type result in
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ok @@ (Expression.make (E_closure {binder;body}) loop_type, binder::l)
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| _ ->
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let%bind res = replace_callback fun_name loop_type e in
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ok @@ (res, [])
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and replace_callback : AST.expression_variable -> type_value -> AST.expression -> expression result = fun fun_name loop_type e ->
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match e.expression_content with
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@ -629,10 +640,13 @@ and transpile_recursive {fun_name; fun_type; lambda} =
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let%bind fun_type = transpile_type fun_type in
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let%bind (input_type,output_type) = get_t_function fun_type in
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let loop_type = t_union (None, input_type) (None, output_type) in
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let%bind body = map_lambda fun_name loop_type lambda.result in
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let expr = Expression.make_tpl (E_variable fun_name, input_type) in
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let%bind (body,binder) = map_lambda fun_name loop_type lambda.result in
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let binder = lambda.binder::binder in
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List.iter (Format.printf "inder %a\n%!" Var.pp) binder ;
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let%bind binder = match binder with hd::[] -> ok @@ hd | _ -> fail @@ unsupported_recursive_function fun_name in
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let expr = Expression.make_tpl (E_variable binder, input_type) in
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let body = Expression.make (E_iterator (C_LOOP_LEFT, ((lambda.binder, loop_type),body), expr)) output_type in
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ok @@ Expression.make (E_closure {binder=fun_name;body}) fun_type
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ok @@ Expression.make (E_closure {binder;body}) fun_type
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let transpile_declaration env (d:AST.declaration) : toplevel_statement result =
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match d with
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@ -168,6 +168,17 @@ let get_t_function (t:type_expression) : (type_expression * type_expression) res
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| T_arrow {type1;type2} -> ok (type1,type2)
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| _ -> simple_fail "not a function"
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let get_t_function_full (t:type_expression) : (type_expression * type_expression) result =
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let%bind _ = get_t_function t in
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let rec aux n t = match t.type_content with
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| T_arrow {type1;type2} ->
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let (l, o) = aux (n+1) type2 in
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((Label (string_of_int n),type1)::l,o)
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| _ -> ([],t)
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in
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let (input,output) = aux 0 t in
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ok @@ (t_record (LMap.of_list input) (),output)
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let get_t_sum (t:type_expression) : type_expression constructor_map result = match t.type_content with
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| T_sum m -> ok m
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| _ -> fail @@ Errors.not_a_x_type "sum" t ()
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@ -62,6 +62,7 @@ val get_t_key_hash : type_expression -> unit result
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val get_t_tuple : type_expression -> type_expression list result
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val get_t_pair : type_expression -> ( type_expression * type_expression ) result
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val get_t_function : type_expression -> ( type_expression * type_expression ) result
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val get_t_function_full : type_expression -> ( type_expression * type_expression ) result
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val get_t_sum : type_expression -> type_expression constructor_map result
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val get_t_record : type_expression -> type_expression label_map result
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val get_t_map : type_expression -> ( type_expression * type_expression ) result
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@ -1,10 +1,9 @@
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(* Test functional iterators in CameLIGO *)
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let aux_simple (i : int) : bool * int =
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if i < 100 then Loop.resume (i + 1) else Loop.stop i
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let rec aux_simple (i : int) : int =
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if i < 100 then aux_simple (i + 1) else i
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let counter_simple (n : int) : int =
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Loop.fold_while aux_simple n
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let counter_simple (n : int) : int = aux_simple n
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type sum_aggregator = {
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counter : int;
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@ -13,25 +12,23 @@ type sum_aggregator = {
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let counter (n : int) : int =
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let initial : sum_aggregator = {counter=0; sum=0} in
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let aggregate = fun (prev : sum_aggregator) ->
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let rec aggregate : sum_aggregator -> int = fun (prev: sum_aggregator) ->
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if prev.counter <= n then
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Loop.resume {counter = prev.counter + 1;
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aggregate {counter = prev.counter + 1;
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sum = prev.counter + prev.sum}
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else
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Loop.stop {counter = prev.counter; sum = prev.sum} in
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let out : sum_aggregator =
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Loop.fold_while aggregate initial
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in out.sum
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prev.sum
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in
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aggregate initial
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let aux_nest (prev : sum_aggregator) : bool * sum_aggregator =
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let rec aux_nest (prev : sum_aggregator) : int =
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if prev.counter < 100 then
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let sum : int =
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prev.sum + Loop.fold_while aux_simple prev.counter
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in Loop.resume {counter = prev.counter + 1; sum = sum}
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let sum = prev.sum + (aux_simple prev.counter) in
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aux_nest {counter = prev.counter + 1; sum = sum}
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else
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Loop.stop {counter = prev.counter; sum = prev.sum}
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prev.sum
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let counter_nest (n : int) : int =
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let initial : sum_aggregator = {counter=0; sum=0} in
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let out : sum_aggregator = Loop.fold_while aux_nest initial
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in out.sum
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let out = aux_nest initial
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||||
in out
|
||||
|
@ -1,9 +1,9 @@
|
||||
/* Test loops in ReasonLIGO */
|
||||
|
||||
let aux_simple = (i : int) : (bool, int) =>
|
||||
if (i < 100) { Loop.resume (i + 1); } else { Loop.stop (i); };
|
||||
let rec aux_simple = (i : int) : int =>
|
||||
if (i < 100) { aux_simple (i + 1); } else { i; };
|
||||
|
||||
let counter_simple = (n : int) : int => Loop.fold_while (aux_simple, n);
|
||||
let counter_simple = (n : int) : int => aux_simple (n);
|
||||
|
||||
type sum_aggregator = {
|
||||
counter : int,
|
||||
@ -12,30 +12,28 @@ type sum_aggregator = {
|
||||
|
||||
let counter = (n : int) : int => {
|
||||
let initial : sum_aggregator = {counter: 0, sum: 0};
|
||||
let aggregate = (prev : sum_aggregator) =>
|
||||
let rec aggregate = (prev : sum_aggregator):int =>
|
||||
if (prev.counter <= n) {
|
||||
Loop.resume ({counter : prev.counter + 1,
|
||||
aggregate ({counter : prev.counter + 1,
|
||||
sum : prev.counter + prev.sum});
|
||||
} else {
|
||||
Loop.stop ({counter: prev.counter, sum: prev.sum});
|
||||
prev.sum;
|
||||
};
|
||||
let out : sum_aggregator =
|
||||
Loop.fold_while (aggregate, initial);
|
||||
out.sum;
|
||||
aggregate (initial);
|
||||
};
|
||||
|
||||
let aux_nest = (prev : sum_aggregator) : (bool, sum_aggregator) =>
|
||||
let rec aux_nest = (prev : sum_aggregator) : sum_aggregator =>
|
||||
if (prev.counter < 100) {
|
||||
let sum : int =
|
||||
prev.sum + Loop.fold_while (aux_simple, prev.counter);
|
||||
Loop.resume ({counter: prev.counter + 1,
|
||||
prev.sum + aux_simple (prev.counter);
|
||||
aux_nest ({counter: prev.counter + 1,
|
||||
sum: sum});
|
||||
} else {
|
||||
Loop.stop ({counter: prev.counter, sum: prev.sum});
|
||||
({counter: prev.counter, sum: prev.sum});
|
||||
};
|
||||
|
||||
let counter_nest = (n : int) : int => {
|
||||
let initial : sum_aggregator = {counter: 0, sum: 0};
|
||||
let out : sum_aggregator = Loop.fold_while (aux_nest, initial);
|
||||
let out : sum_aggregator = aux_nest (initial);
|
||||
out.sum;
|
||||
};
|
||||
|
Loading…
Reference in New Issue
Block a user