コード例 #1
0
ファイル: product.c プロジェクト: ondrik/mona-vata
DFA *dfaProduct(DFA* a1, DFA* a2, dfaProductType ff) 
{
  DFA *b;
  int i;
  unsigned *root_ptr;
  char binfun[4];
  int make_a_loop;
  
  unsigned size_estimate = 4 + 4 *
    (bdd_size(a1->bddm) > bdd_size(a2->bddm) ? 
     bdd_size(a1->bddm) : bdd_size(a2->bddm)); 
  
  bdd_manager *bddm; 
  
/* #define _AUTOMATON_HASHED_IN_PRODUCT_
 */

#ifdef _AUTOMATON_HASHED_IN_PRODUCT_
  /*prepare hashed access */
  
  bddm = bdd_new_manager(size_estimate, size_estimate/8 + 2);
  bdd_make_cache(bddm, size_estimate, size_estimate/8 + 2);    
  bddm->cache_erase_on_doubling = TRUE ; 
#else
  /*prepare sequential access*/
  bddm = bdd_new_manager(size_estimate, 0);
  bdd_make_cache(bddm, size_estimate, size_estimate/8 + 2); 
#endif
  
  binfun[0] = ff&1; binfun[1] = (ff&2)>>1;     /* The binary function */
  binfun[2] = (ff&4)>>2; binfun[3] = (ff&8)>>3;
  
  qst = qh = qt = new_list(a1->s, a2->s, (list) 0);
  htbl = new_hash_tab(&hash2, &eq2);
  insert_in_hash_tab(htbl, a1->s, a2->s, (void *) 1);
  last_state = 1;  /* Careful here! Bdd's start at 0, hashtbl at 1 */
  
  while(qh) {      /* Our main loop, nice and tight */
    make_a_loop = make_a_loop_status(is_loop(a1->bddm, qh->li1, 
					     a1->q[qh->li1]),
				     a1->f[qh->li1],
				     is_loop(a2->bddm, qh->li2,
					     a2->q[qh->li2]),
				     a2->f[qh->li2],
				     binfun);
    if  (make_a_loop != 2) 
      make_loop(bddm, qh->li1, qh->li2);
    else {
#ifdef _AUTOMATON_HASHED_IN_PRODUCT_
      (void) bdd_apply2_hashed (a1->bddm, a1->q[qh->li1], 
				a2->bddm, a2->q[qh->li2],
				bddm,
				&prod_term_fn);
#else       
      (void) bdd_apply2_sequential (a1->bddm, a1->q[qh->li1], 
				    a2->bddm, a2->q[qh->li2], 
				    bddm,
				    &prod_term_fn);
#endif	     
    }
    qh = qh->next;
  }
  b = dfaMakeNoBddm(last_state);   /* Return the result */
  b->s = 0;             /* Always first on list */
  b->bddm = bddm;
  for (i=0, root_ptr = bdd_roots(bddm); 
       i < last_state; root_ptr++, i++) {
    list qnxt;
    
    b->q[i] = *root_ptr;
    b->f[i] = ((a1->f[qst->li1] != 0) && (a2->f[qst->li2] != 0)) ?
      /* both states are non-bottom, use "binfun" */
      BOOL_TO_STATUS(binfun[STATUS_TO_BOOL(a1->f[qst->li1])*2 
			   + STATUS_TO_BOOL(a2->f[qst->li2])]) :
      /* at least one is bottom */
      0;
    qnxt = qst->next;
    mem_free(qst);      /* Free the list */
    qst = qnxt;
  }
  
  free_hash_tab(htbl);
  bdd_update_statistics(bddm, (unsigned) PRODUCT);
  bdd_kill_cache(b->bddm);
  return(b);
  
}
コード例 #2
0
ファイル: bdd_example.c プロジェクト: cs-au-dk/MONA
int main() {
  bdd_manager *bddm, *bddm1;
  bdd_ptr zero, one;
  bdd_handle var2, var7;
  bdd_ptr and_2_7, nand_2_7;
  /*bdd_handle handle;*/

  bdd_init(); /* needed since we're using statistics */

  bddm = bdd_new_manager(100,50);
  /* get a BDD pointer to a node that is the leaf with value 0 */
  zero = bdd_find_leaf_hashed_add_root(bddm, 0);
  /* and a leaf with value 1 */
  one =  bdd_find_leaf_hashed_add_root(bddm, 1);
  /* note already at this point "zero" could have been invalidated if
     the table doubled, but we know that there is room for a 100
     nodes---anyway, this is really very bad style, so we go on in
     a more appropriate manner */

  /* "then" part is one, "else" part is zero */
  var2 = bdd_handle_find_node_hashed_add_root(bddm, zero, one, 2);
  var7 = bdd_handle_find_node_hashed_add_root(bddm, zero, one, 7);
  
  /* check node pointers and handles */
  assert(zero == BDD_ROOT(bddm, 0)); /* since table was not doubled */
  assert(one  == BDD_ROOT(bddm, 1)); 
  assert(var2 == 2);
  assert(var7 == 3);

  bddm1 = bdd_new_manager(100,50); /* make room for at least 100 nodes,
				      overflow increment is 50 */
  
  bdd_make_cache(bddm1, 100, 50); /* apply2 needs a result cache, here the size
				     is a hundred with increment 50 */

  /* apply operation on var2 and var7 in bddm; the result is 
     a completely fresh bdd in bddm1 and a BDD pointer, named "and_2_7" */
  and_2_7 = bdd_apply2_hashed(bddm, BDD_ROOT(bddm, var2), /* BDD #1 */
      			      bddm, BDD_ROOT(bddm, var7), /* BDD #2 */
			      bddm1, /* result BDD */
			      &and); /* leaf operation */
  
  bdd_update_statistics(bddm, 0); /* update statics group "0" with data from bddm 
				     before killing the manager */
 
  printf("Size of bddm: %d\n\n", bdd_size(bddm)); /* let's see the number of nodes created */
 
  bdd_kill_manager(bddm);
 
  printf("Size of bddm1: %d\n\n", bdd_size(bddm1));
 
  /*handle = BDD_LAST_HANDLE(bddm1);*/

  /*
  assert(handle == 0);
  assert(BDD_ROOT(bddm1, handle) == and_2_7);
  */

  /* reset all mark fields in bddm1 before an apply1 operation */
  bdd_prepare_apply1(bddm1); 
  
  /* a new bdd (which as an unlabelled graph is isomorphic to old one)
     in bddm1 is the result of the following apply operation */

  /* it's safe here to use and_2_7 since no operations were performed
     after it was calculated that could have entailed doubling of table */
  nand_2_7 = bdd_apply1(bddm1, and_2_7, bddm1, &not);
 
  bdd_update_statistics(bddm1, 1);
  printf("Size of bddm1: %d\n\n", bdd_size(bddm1));

  print_bdd(bddm1, and_2_7);
  printf("\n\n");
  print_bdd(bddm1, nand_2_7);
  printf("\n\n");

  bdd_kill_manager(bddm1);

  bdd_print_statistics(0, "bddm"); /* print group 0 statistics with heading "bddm" */
  bdd_print_statistics(1, "bddm1"); /* print group 1 statistics with heading "bddm1" */
  return 0;
}