conf: function_def ;
function_def:
- FUNCTION symbol { DBG( "Beginning of function %s\n", $2->name );
+ FUNCTION symbol {
+ DBG( "Beginning of function %s\n", $2->name );
$2 = cf_define_symbol($2, SYM_FUNCTION, function, NULL);
cf_push_scope($2);
- } function_args function_body
- {
- $5->arg_list = NULL;
- $5->args = 0;
+ } function_args {
+ /* Make dummy f_line for storing function prototype */
+ struct f_line *dummy = cfg_allocz(sizeof(struct f_line));
+ $2->function = dummy;
/* Revert the args */
while ($4) {
struct f_arg *tmp = $4;
$4 = $4->next;
- tmp->next = $5->arg_list;
- $5->arg_list = tmp;
- $5->args++;
+ tmp->next = dummy->arg_list;
+ dummy->arg_list = tmp;
+ dummy->args++;
}
-
- $2->function = $5;
+ } function_body {
+ $6->args = $2->function->args;
+ $6->arg_list = $2->function->arg_list;
+ $2->function = $6;
cf_pop_scope();
}
;
#undef whati
#undef item
dest->items[pos].fi_code = what->fi_code;
+ dest->items[pos].flags = what->flags;
dest->items[pos].lineno = what->lineno;
break;
}
struct f_inst {
struct f_inst *next; /* Next instruction */
enum f_instruction_code fi_code; /* Instruction code */
+ enum f_instruction_flags flags; /* Flags, instruction-specific */
enum f_type type; /* Type of returned value, if known */
int size; /* How many instructions are underneath */
int lineno; /* Line number */
return 15;
}
+function factorial(int x)
+{
+ if x = 0 then return 0;
+ if x = 1 then return 1;
+ else return x * factorial(x - 1);
+}
+
+function fibonacci(int x)
+{
+ if x = 0 then return 0;
+ if x = 1 then return 1;
+ else return fibonacci(x - 1) + fibonacci(x - 2);
+}
+
+function hanoi_init(int a; int b)
+{
+ if b = 0
+ then return +empty+;
+ else return prepend(hanoi_init(a + 1, b - 1), a);
+}
+
+function hanoi_solve(int n; bgppath h_src; bgppath h_dst; bgppath h_aux; bool x; bool y)
+bgppath tmp1;
+bgppath tmp2;
+int v;
+{
+ # x -> return src or dst
+ # y -> print state
+
+ if n = 0 then { if x then return h_src; else return h_dst; }
+
+ tmp1 = hanoi_solve(n - 1, h_src, h_aux, h_dst, true, y);
+ tmp2 = hanoi_solve(n - 1, h_src, h_aux, h_dst, false, false);
+ h_src = tmp1;
+ h_aux = tmp2;
+
+ v = h_src.first;
+ # bt_assert(h_dst = +empty+ || v < h_dst.first);
+ h_src = delete(h_src, v);
+ h_dst = prepend(h_dst, v);
+
+ if y then
+ print "move: ", v, " src: ", h_src, " dst:", h_dst, " aux:", h_aux;
+
+ tmp1 = hanoi_solve(n - 1, h_aux, h_dst, h_src, true, y);
+ tmp2 = hanoi_solve(n - 1, h_aux, h_dst, h_src, false, false);
+ h_aux = tmp1;
+ h_dst = tmp2;
+
+ if x then return h_src; else return h_dst;
+}
+
function t_call_function()
+bgppath h_src;
{
bt_assert(fifteen() = 15);
bt_assert(callme(4, 4) = 16);
bt_assert(callme(7, 2) = 14);
bt_assert(callmeagain(1, 2, 3) = 6);
+
+ bt_assert(factorial(5) = 120);
+ bt_assert(factorial(10) = 3628800);
+
+ bt_assert(fibonacci(10) = 55);
+ bt_assert(fibonacci(20) = 6765);
+
+ h_src = hanoi_init(1, 6);
+ bt_assert(format(h_src) = "(path 1 2 3 4 5 6)");
+ bt_assert(hanoi_solve(6, h_src, +empty+, +empty+, false, false) = h_src);
}
bt_test_suite(t_call_function, "Testing calling functions");