[set] include null pool sets in the permutations tested by inverted_operations.
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@ -949,9 +949,13 @@ typedef enum {
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static hb_set_t* prepare_set(hb_bool_t has_x,
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hb_bool_t inverted,
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hb_bool_t has_page)
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hb_bool_t has_page,
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hb_bool_t is_null)
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{
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static const hb_codepoint_t x = 13;
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if (is_null)
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return hb_set_get_empty ();
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hb_set_t* s = hb_set_create ();
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if (inverted) hb_set_invert (s);
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if (has_page)
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@ -971,14 +975,16 @@ static hb_bool_t
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check_set_operations(hb_bool_t a_has_x,
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hb_bool_t a_inverted,
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hb_bool_t a_has_page,
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hb_bool_t a_is_null,
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hb_bool_t b_has_x,
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hb_bool_t b_inverted,
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hb_bool_t b_has_page,
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hb_bool_t b_is_null,
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set_operation op)
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{
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hb_codepoint_t x = 13;
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hb_set_t* a = prepare_set (a_has_x, a_inverted, a_has_page);
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hb_set_t* b = prepare_set (b_has_x, b_inverted, b_has_page);
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hb_set_t* a = prepare_set (a_has_x, a_inverted, a_has_page, a_is_null);
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hb_set_t* b = prepare_set (b_has_x, b_inverted, b_has_page, b_is_null);
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char* op_name;
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hb_bool_t has_expected;
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@ -987,37 +993,39 @@ check_set_operations(hb_bool_t a_has_x,
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case UNION:
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default:
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op_name = "union";
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should_have_x = (a_has_x || b_has_x);
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should_have_x = (a_has_x || b_has_x) && !a_is_null;
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hb_set_union (a, b);
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has_expected = (hb_set_has (a, x) == should_have_x);
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break;
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case INTERSECT:
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op_name = "intersect";
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should_have_x = (a_has_x && b_has_x);
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should_have_x = (a_has_x && b_has_x) && !a_is_null;
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hb_set_intersect (a, b);
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has_expected = (hb_set_has (a, x) == should_have_x);
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break;
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case SUBTRACT:
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op_name = "subtract";
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should_have_x = (a_has_x && !b_has_x);
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should_have_x = (a_has_x && !b_has_x) && !a_is_null;
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hb_set_subtract (a, b);
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has_expected = (hb_set_has (a, x) == should_have_x);
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break;
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case SYM_DIFF:
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op_name = "sym_diff";
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should_have_x = (a_has_x ^ b_has_x);
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should_have_x = (a_has_x ^ b_has_x) && !a_is_null;
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hb_set_symmetric_difference (a, b);
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has_expected = (hb_set_has (a, x) == should_have_x);
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break;
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}
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printf ("%s%s%s %-9s %s%s%s == %s [%s]\n",
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printf ("%s%s%s%s %-9s %s%s%s%s == %s [%s]\n",
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a_inverted ? "i" : " ",
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a_has_page ? "p" : " ",
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a_is_null ? "n" : " ",
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a_has_x ? "{13}" : "{} ",
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op_name,
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b_inverted ? "i" : " ",
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b_has_page ? "p" : " ",
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b_is_null ? "n" : " ",
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b_has_x ? "{13}" : "{} ",
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should_have_x ? "{13}" : "{} ",
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has_expected ? "succeeded" : "failed");
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@ -1038,11 +1046,15 @@ test_set_inverted_operations (void)
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for (hb_bool_t b_inverted = 0; b_inverted <= 1; b_inverted++) {
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for (hb_bool_t a_has_page = 0; a_has_page <= !(a_has_x ^ a_inverted); a_has_page++) {
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for (hb_bool_t b_has_page = 0; b_has_page <= !(b_has_x ^ b_inverted); b_has_page++) {
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for (set_operation op = UNION; op < LAST; op++) {
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all_succeeded = check_set_operations (a_has_x, a_inverted, a_has_page,
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b_has_x, b_inverted, b_has_page,
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op)
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&& all_succeeded;
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for (hb_bool_t a_is_null = 0; a_is_null <= (!a_has_x && !a_has_page && !a_inverted); a_is_null++) {
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for (hb_bool_t b_is_null = 0; b_is_null <= (!b_has_x && !b_has_page && !b_inverted); b_is_null++) {
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for (set_operation op = UNION; op < LAST; op++) {
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all_succeeded = check_set_operations (a_has_x, a_inverted, a_has_page, a_is_null,
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b_has_x, b_inverted, b_has_page, b_is_null,
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op)
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&& all_succeeded;
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}
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}
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}
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}
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}
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