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* src/derives.c (print_derives): Be sure to use >= 0', not > 0',
when walking through ritem, even via rule->rhs. * src/reduce.c (dump_grammar, useful_production, reduce_output) (useful_production, useless_nonterminals): Likewise. (reduce_grammar_tables): Likewise, plus update nritems. * src/nullable.c (set_nullable): Likewise. * src/lalr.c (build_relations): Likewise. * tests/sets.at (Nullable): Adjust. Fortunately, now, the $axiom is no longer nullable.
This commit is contained in:
13
ChangeLog
13
ChangeLog
@@ -1,3 +1,16 @@
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2001-12-29 Akim Demaille <akim@epita.fr>
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* src/derives.c (print_derives): Be sure to use `>= 0', not `> 0',
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when walking through ritem, even via rule->rhs.
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* src/reduce.c (dump_grammar, useful_production, reduce_output)
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(useful_production, useless_nonterminals): Likewise.
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(reduce_grammar_tables): Likewise, plus update nritems.
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* src/nullable.c (set_nullable): Likewise.
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* src/lalr.c (build_relations): Likewise.
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* tests/sets.at (Nullable): Adjust.
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Fortunately, now, the $axiom is no longer nullable.
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2001-12-29 Akim Demaille <akim@epita.fr>
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* src/LR0.c (generate_states): Use nritems, not nitems, nor using
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@@ -43,9 +43,9 @@ print_derives (void)
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{
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short *rhsp;
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fprintf (stderr, "\t\t%d:", *sp);
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for (rhsp = ritem + rule_table[*sp].rhs; *rhsp > 0; ++rhsp)
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for (rhsp = ritem + rule_table[*sp].rhs; *rhsp >= 0; ++rhsp)
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fprintf (stderr, " %s", tags[*rhsp]);
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fprintf (stderr, " (rule %d)\n", -*rhsp);
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fprintf (stderr, " (rule %d)\n", -*rhsp - 1);
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}
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}
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@@ -418,7 +418,7 @@ build_relations (void)
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state_t *state = state_table[from_state[i]];
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states[0] = state->number;
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for (rp = ritem + rule_table[*rulep].rhs; *rp > 0; rp++)
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for (rp = &ritem[rule_table[*rulep].rhs]; *rp >= 0; rp++)
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{
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shifts *sp = state->shifts;
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int j;
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@@ -71,19 +71,19 @@ set_nullable (void)
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for (ruleno = 1; ruleno < nrules + 1; ++ruleno)
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if (rule_table[ruleno].useful)
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{
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if (ritem[rule_table[ruleno].rhs] > 0)
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if (ritem[rule_table[ruleno].rhs] >= 0)
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{
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/* This rule has a non empty RHS. */
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short *r;
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int any_tokens = 0;
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for (r = ritem + rule_table[ruleno].rhs; *r > 0; ++r)
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for (r = &ritem[rule_table[ruleno].rhs]; *r >= 0; ++r)
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if (ISTOKEN (*r))
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any_tokens = 1;
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/* This rule has only nonterminals: schedule it for the second
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pass. */
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if (!any_tokens)
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for (r = ritem + rule_table[ruleno].rhs; *r > 0; ++r)
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for (r = &ritem[rule_table[ruleno].rhs]; *r >= 0; ++r)
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{
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rcount[ruleno]++;
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p->next = rsets[*r];
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16
src/reduce.c
16
src/reduce.c
@@ -107,7 +107,7 @@ useful_production (int i, BSet N0)
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/* A production is useful if all of the nonterminals in its appear
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in the set of useful nonterminals. */
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for (r = &ritem[rule_table[i].rhs]; *r > 0; r++)
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for (r = &ritem[rule_table[i].rhs]; *r >= 0; r++)
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if (ISVAR (n = *r))
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if (!BITISSET (N0, n - ntokens))
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return FALSE;
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@@ -304,13 +304,15 @@ reduce_grammar_tables (void)
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}
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else
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{
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while (ritem[ni++] >= 0);
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while (ritem[ni++] >= 0)
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/* Nothing. */;
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}
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}
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ritem[ni] = 0;
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nrules -= nuseless_productions;
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nitems = ni;
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nritems = ni;
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/* Is it worth it to reduce the amount of memory for the
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grammar? Probably not. */
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@@ -466,24 +468,24 @@ dump_grammar (FILE *out)
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{
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int rhs_count = 0;
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/* Find the last RHS index in ritems. */
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for (r = &ritem[rule_table[i].rhs]; *r > 0; ++r)
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for (r = &ritem[rule_table[i].rhs]; *r >= 0; ++r)
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++rhs_count;
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fprintf (out, "%3d (%2d, %2d, %2d, %2d-%2d) %2d ->",
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i,
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i - 1,
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rule_table[i].prec, rule_table[i].assoc, rule_table[i].useful,
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rule_table[i].rhs, rule_table[i].rhs + rhs_count - 1,
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rule_table[i].lhs);
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/* Dumped the RHS. */
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for (r = &ritem[rule_table[i].rhs]; *r > 0; r++)
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for (r = &ritem[rule_table[i].rhs]; *r >= 0; r++)
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fprintf (out, "%3d", *r);
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fprintf (out, " [%d]\n", -(*r));
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fprintf (out, " [%d]\n", -(*r) - 1);
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}
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fprintf (out, "\n\n");
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fprintf (out, "Rules interpreted\n-----------------\n\n");
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for (i = 1; i <= nrules; i++)
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{
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fprintf (out, "%-5d %s :", i, tags[rule_table[i].lhs]);
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for (r = &ritem[rule_table[i].rhs]; *r > 0; r++)
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for (r = &ritem[rule_table[i].rhs]; *r >= 0; r++)
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fprintf (out, " %s", tags[*r]);
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fputc ('\n', out);
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}
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@@ -49,15 +49,15 @@ AT_CHECK([[sed 's/[ ]*$//' stderr]], [],
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DERIVES
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$axiom derives
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1: e (rule 0)
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1: e $ (rule 0)
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e derives
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2: 'e' (rule 2)
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3: (rule 3)
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2: 'e' (rule 1)
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3: (rule 2)
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Entering set_nullable
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NULLABLE
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$axiom: yes
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$axiom: no
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e: yes
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