/* Closures for Bison Copyright (C) 1984, 1989, 2000-2002, 2004-2005, 2007, 2009-2015, 2018-2019 Free Software Foundation, Inc. This file is part of Bison, the GNU Compiler Compiler. This program is free software: you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation, either version 3 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with this program. If not, see . */ #include #include "system.h" #include #include #include "closure.h" #include "derives.h" #include "getargs.h" #include "gram.h" #include "reader.h" #include "symtab.h" /* NITEMSET is the size of the array ITEMSET. */ item_number *itemset; size_t nitemset; /* RULESET contains a bit for each rule. CLOSURE sets the bits for all rules which could potentially describe the next input to be read. */ static bitset ruleset; /* internal data. See comments before set_fderives and set_firsts. */ static bitsetv fderives = NULL; static bitsetv firsts = NULL; /* Retrieve the FDERIVES/FIRSTS sets of the nonterminals numbered Var. */ #define FDERIVES(Var) fderives[(Var) - ntokens] #define FIRSTS(Var) firsts[(Var) - ntokens] /*-----------------. | Debugging code. | `-----------------*/ static void closure_print (char const *title, item_number const *array, size_t size) { fprintf (stderr, "Closure: %s\n", title); for (size_t i = 0; i < size; ++i) { fprintf (stderr, " %2d: .", array[i]); item_number *rp; for (rp = &ritem[array[i]]; *rp >= 0; ++rp) fprintf (stderr, " %s", symbols[*rp]->tag); fprintf (stderr, " (rule %d)\n", -*rp - 1); } fputs ("\n\n", stderr); } static void print_firsts (void) { fprintf (stderr, "FIRSTS\n"); for (symbol_number i = ntokens; i < nsyms; ++i) { fprintf (stderr, " %s firsts\n", symbols[i]->tag); bitset_iterator iter; symbol_number j; BITSET_FOR_EACH (iter, FIRSTS (i), j, 0) fprintf (stderr, " %s\n", symbols[j + ntokens]->tag); } fprintf (stderr, "\n\n"); } static void print_fderives (void) { fprintf (stderr, "FDERIVES\n"); for (symbol_number i = ntokens; i < nsyms; ++i) { fprintf (stderr, " %s derives\n", symbols[i]->tag); bitset_iterator iter; rule_number r; BITSET_FOR_EACH (iter, FDERIVES (i), r, 0) { fprintf (stderr, " %3d ", r); rule_rhs_print (&rules[r], stderr); fprintf (stderr, "\n"); } } fprintf (stderr, "\n\n"); } /*------------------------------------------------------------------. | Set FIRSTS to be an NVARS array of NVARS bitsets indicating which | | items can represent the beginning of the input corresponding to | | which other items. | | | | For example, if some rule expands symbol 5 into the sequence of | | symbols 8 3 20, the symbol 8 can be the beginning of the data for | | symbol 5, so the bit [8 - ntokens] in first[5 - ntokens] (= FIRST | | (5)) is set. | `------------------------------------------------------------------*/ static void set_firsts (void) { firsts = bitsetv_create (nvars, nvars, BITSET_FIXED); for (symbol_number i = ntokens; i < nsyms; ++i) for (symbol_number j = 0; derives[i - ntokens][j]; ++j) { item_number sym = derives[i - ntokens][j]->rhs[0]; if (ISVAR (sym)) bitset_set (FIRSTS (i), sym - ntokens); } if (trace_flag & trace_sets) bitsetv_matrix_dump (stderr, "RTC: Firsts Input", firsts); bitsetv_reflexive_transitive_closure (firsts); if (trace_flag & trace_sets) bitsetv_matrix_dump (stderr, "RTC: Firsts Output", firsts); if (trace_flag & trace_sets) print_firsts (); } /*-------------------------------------------------------------------. | Set FDERIVES to an NVARS by NRULES matrix of bits indicating which | | rules can help derive the beginning of the data for each | | nonterminal. | | | | For example, if symbol 5 can be derived as the sequence of symbols | | 8 3 20, and one of the rules for deriving symbol 8 is rule 4, then | | the [5 - NTOKENS, 4] bit in FDERIVES is set. | `-------------------------------------------------------------------*/ static void set_fderives (void) { fderives = bitsetv_create (nvars, nrules, BITSET_FIXED); set_firsts (); for (symbol_number i = ntokens; i < nsyms; ++i) for (symbol_number j = ntokens; j < nsyms; ++j) if (bitset_test (FIRSTS (i), j - ntokens)) for (rule_number k = 0; derives[j - ntokens][k]; ++k) bitset_set (FDERIVES (i), derives[j - ntokens][k]->number); if (trace_flag & trace_sets) print_fderives (); bitsetv_free (firsts); } void closure_new (unsigned n) { itemset = xnmalloc (n, sizeof *itemset); ruleset = bitset_create (nrules, BITSET_FIXED); set_fderives (); } void closure (item_number const *core, size_t n) { if (trace_flag & trace_closure) closure_print ("input", core, n); bitset_zero (ruleset); for (size_t c = 0; c < n; ++c) if (ISVAR (ritem[core[c]])) bitset_or (ruleset, ruleset, FDERIVES (ritem[core[c]])); /* core is sorted on item index in ritem, which is sorted on rule number. Compute itemset with the same sort. */ nitemset = 0; size_t c = 0; /* A bit index over RULESET. */ rule_number ruleno; bitset_iterator iter; BITSET_FOR_EACH (iter, ruleset, ruleno, 0) { item_number itemno = rules[ruleno].rhs - ritem; while (c < n && core[c] < itemno) { itemset[nitemset] = core[c]; nitemset++; c++; } itemset[nitemset] = itemno; nitemset++; }; while (c < n) { itemset[nitemset] = core[c]; nitemset++; c++; } if (trace_flag & trace_closure) closure_print ("output", itemset, nitemset); } void closure_free (void) { free (itemset); bitset_free (ruleset); bitsetv_free (fderives); }