First try to implement generalized function results
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@ -62,6 +62,7 @@ let rec pp_retvarlist fmt : t_varlist -> unit = function
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Format.fprintf fmt "bool, %a" pp_retvarlist (tl, h' :: l)
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| _ -> raise (MyTypeError "This exception should not have beed be raised.")
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(* could do as before with an enum to avoid repeating functions with the same arguments *)
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let rec pp_prevarlist node_name fmt : t_varlist -> unit = function
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| ([], []) -> ()
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| ([TInt] , IVar h :: []) -> Format.fprintf fmt "int pre_%s_%s;" node_name h
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@ -82,6 +83,19 @@ let rec pp_asnprevarlist node_name fmt : t_varlist -> unit = function
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Format.fprintf fmt "\tpre_%s_%s = %s;\n%a" node_name h h (pp_asnprevarlist node_name) (tl, h' :: l)
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| _ -> raise (MyTypeError "This exception should not have beed be raised.")
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let rec pp_decoutvarlist node_name fmt : t_varlist -> unit = function
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| ([], []) -> ()
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| ([TInt] , IVar h :: []) -> Format.fprintf fmt "int output_%s_%s;" node_name h
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| ([TReal], RVar h :: []) -> Format.fprintf fmt "float output_%s_%s;" node_name h
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| ([TBool], BVar h :: []) -> Format.fprintf fmt "bool output_%s_%s;" node_name h
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| (TInt :: tl, IVar h :: h' :: l) ->
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Format.fprintf fmt "int output_%s_%s;\n%a" node_name h (pp_decoutvarlist node_name) (tl, h' :: l)
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| (TBool :: tl, BVar h :: h' :: l) ->
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Format.fprintf fmt "float output_%s_%s;\n%a" node_name h (pp_decoutvarlist node_name) (tl, h' :: l)
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| (TReal :: tl, RVar h :: h' :: l) ->
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Format.fprintf fmt "bool output_%s_%s;\n%a" node_name h (pp_decoutvarlist node_name) (tl, h' :: l)
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| _ -> raise (MyTypeError "This exception should not have beed be raised.")
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let reset_expressions_counter = ref 0;;
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let pp_expression node_name =
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@ -189,7 +203,9 @@ let pp_expression node_name =
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let rec pp_equations node_name fmt: t_eqlist -> unit = function
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| [] -> ()
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| (([], []), (ETuple ([], []))) :: eqs -> Format.fprintf fmt "%a" (pp_equations node_name) eqs
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(* (o0, o1) = test() *)
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(*| ((l_type :: l_types, var :: vars), (EApp (r_type :: r_types, node, expr) :: eqs -> Format.fprintf fmt "%a" (pp_equations node_name) ((([l_type], [var]), expr) :: ((l_types, vars), (ETuple (r_types, exprs))) :: eqs)*)
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(*| (([], []), (ETuple ([], []))) :: eqs -> Format.fprintf fmt "%a" (pp_equations node_name) eqs*)
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| ((l_type :: l_types, var :: vars), (ETuple (r_type :: r_types, expr :: exprs))) :: eqs -> Format.fprintf fmt "%a" (pp_equations node_name) ((([l_type], [var]), expr) :: ((l_types, vars), (ETuple (r_types, exprs))) :: eqs)
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| (patt, expr) :: eqs ->
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Format.fprintf fmt "\t%a = %a;\n%a"
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@ -208,23 +224,24 @@ let pp_node fmt node =
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- `init_{NODE_NAME}`
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- `tmp_reset_{int}`
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- `init_{int}`
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- `pre_{NODE_MAIN}_{VARIABLE}` *)
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- `pre_{NODE_NAME}_{VARIABLE}`
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- `output_{NODE_NAME}_{VARIABLE}` *)
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reset_expressions_counter := 0;
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let _ = (pp_equations node.n_name) Format.str_formatter node.n_equations in
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reset_expressions_counter := 0;
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Format.fprintf fmt "bool init_%s = true;\n\n%a\n\n%a\n\n%a\n\n%s\n\n%a %s(%a)\n{\n\t%a\n\n\t%a\n\n%a\n\tinit_%s = false;\n\n%a\n\n%a\n\n%a\n\n\treturn %a;\n}\n"
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Format.fprintf fmt "bool init_%s = true;\n\n%a\n\n%a\n\n%a\n\n%a\n\n%s\n\n%a %s(%a)\n{\n\t%a\n\n%a\n\tinit_%s = false;\n\n%a\n\n%a\n\n%a\n\n\treturn %a;\n}\n"
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node.n_name
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(* could avoid declaring unused variables *)
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(pp_prevarlist node.n_name) node.n_inputs
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(pp_prevarlist node.n_name) node.n_local_vars
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(pp_prevarlist node.n_name) node.n_outputs
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(pp_decoutvarlist node.n_name) node.n_outputs
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(pp_resvars !reset_expressions_counter)
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pp_retvarlist node.n_outputs
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node.n_name
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(* could avoid newlines if they aren't used to seperate statements *)
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(pp_varlist Arg) node.n_inputs
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(pp_varlist Dec) node.n_local_vars
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(pp_varlist Dec) node.n_outputs
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(pp_equations node.n_name) node.n_equations
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node.n_name
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(pp_asnprevarlist node.n_name) node.n_inputs
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