nodes.c 26 KB

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  1. #include "limbo.h"
  2. static vlong
  3. ipow(vlong x, int n)
  4. {
  5. int inv;
  6. vlong r;
  7. inv = 0;
  8. if(n < 0){
  9. n = -n;
  10. inv = 1;
  11. }
  12. r = 1;
  13. for(;;){
  14. if(n&1)
  15. r *= x;
  16. if((n >>= 1) == 0)
  17. break;
  18. x *= x;
  19. }
  20. if(inv)
  21. r = 1/r;
  22. return r;
  23. }
  24. double
  25. rpow(double x, int n)
  26. {
  27. int inv;
  28. double r;
  29. inv = 0;
  30. if(n < 0){
  31. n = -n;
  32. inv = 1;
  33. }
  34. r = 1;
  35. for(;;){
  36. if(n&1)
  37. r *= x;
  38. if((n >>= 1) == 0)
  39. break;
  40. x *= x;
  41. }
  42. if(inv)
  43. r = 1/r;
  44. return r;
  45. }
  46. Long
  47. real2fix(double v, Type *t)
  48. {
  49. v /= scale(t);
  50. v = v < 0 ? v-0.5: v+0.5;
  51. return v;
  52. }
  53. Long
  54. fix2fix(Long v, Type *f, Type *t)
  55. {
  56. double r;
  57. r = (double)v * (scale(f)/scale(t));
  58. r = r < 0 ? r-0.5: r+0.5;
  59. return r;
  60. }
  61. double
  62. fix2real(Long v, Type *f)
  63. {
  64. return (double)v * scale(f);
  65. }
  66. int
  67. istuple(Node *n)
  68. {
  69. Decl *d;
  70. switch(n->op){
  71. case Otuple:
  72. return 1;
  73. case Oname:
  74. d = n->decl;
  75. if(d->importid != nil)
  76. d = d->importid;
  77. return d->store == Dconst && (n->ty->kind == Ttuple || n->ty->kind == Tadt);
  78. case Odot:
  79. return 0; /* istuple(n->left); */
  80. }
  81. return 0;
  82. }
  83. static Node*
  84. tuplemem(Node *n, Decl *d)
  85. {
  86. Type *ty;
  87. Decl *ids;
  88. ty = n->ty;
  89. n = n->left;
  90. for(ids = ty->ids; ids != nil; ids = ids->next){
  91. if(ids->sym == d->sym)
  92. break;
  93. else
  94. n = n->right;
  95. }
  96. if(n == nil)
  97. fatal("tuplemem cannot cope !\n");
  98. return n->left;
  99. }
  100. int
  101. varcom(Decl *v)
  102. {
  103. Node *n, tn;
  104. n = v->init;
  105. n = fold(n);
  106. v->init = n;
  107. if(debug['v'])
  108. print("variable '%D' val %V\n", v, n);
  109. if(n == nil)
  110. return 1;
  111. tn = znode;
  112. tn.op = Oname;
  113. tn.decl = v;
  114. tn.src = v->src;
  115. tn.ty = v->ty;
  116. return initable(&tn, n, 0);
  117. }
  118. int
  119. initable(Node *v, Node *n, int allocdep)
  120. {
  121. Node *e;
  122. switch(n->ty->kind){
  123. case Tiface:
  124. case Tgoto:
  125. case Tcase:
  126. case Tcasel:
  127. case Tcasec:
  128. case Talt:
  129. case Texcept:
  130. return 1;
  131. case Tint:
  132. case Tbig:
  133. case Tbyte:
  134. case Treal:
  135. case Tstring:
  136. case Tfix:
  137. if(n->op != Oconst)
  138. break;
  139. return 1;
  140. case Tadt:
  141. case Tadtpick:
  142. case Ttuple:
  143. if(n->op == Otuple)
  144. n = n->left;
  145. else if(n->op == Ocall)
  146. n = n->right;
  147. else
  148. break;
  149. for(; n != nil; n = n->right)
  150. if(!initable(v, n->left, allocdep))
  151. return 0;
  152. return 1;
  153. case Tarray:
  154. if(n->op != Oarray)
  155. break;
  156. if(allocdep >= DADEPTH){
  157. nerror(v, "%Vs initializer has arrays nested more than %d deep", v, allocdep);
  158. return 0;
  159. }
  160. allocdep++;
  161. usedesc(mktdesc(n->ty->tof));
  162. if(n->left->op != Oconst){
  163. nerror(v, "%Vs size is not a constant", v);
  164. return 0;
  165. }
  166. for(e = n->right; e != nil; e = e->right)
  167. if(!initable(v, e->left->right, allocdep))
  168. return 0;
  169. return 1;
  170. case Tany:
  171. return 1;
  172. case Tref:
  173. case Tlist:
  174. case Tpoly:
  175. default:
  176. nerror(v, "can't initialize %Q", v);
  177. return 0;
  178. }
  179. nerror(v, "%Vs initializer, %V, is not a constant expression", v, n);
  180. return 0;
  181. }
  182. /*
  183. * merge together two sorted lists, yielding a sorted list
  184. */
  185. static Node*
  186. elemmerge(Node *e, Node *f)
  187. {
  188. Node rock, *r;
  189. r = &rock;
  190. while(e != nil && f != nil){
  191. if(e->left->left->val <= f->left->left->val){
  192. r->right = e;
  193. e = e->right;
  194. }else{
  195. r->right = f;
  196. f = f->right;
  197. }
  198. r = r->right;
  199. }
  200. if(e != nil)
  201. r->right = e;
  202. else
  203. r->right = f;
  204. return rock.right;
  205. }
  206. /*
  207. * recursively split lists and remerge them after they are sorted
  208. */
  209. static Node*
  210. recelemsort(Node *e, int n)
  211. {
  212. Node *r, *ee;
  213. int i, m;
  214. if(n <= 1)
  215. return e;
  216. m = n / 2 - 1;
  217. ee = e;
  218. for(i = 0; i < m; i++)
  219. ee = ee->right;
  220. r = ee->right;
  221. ee->right = nil;
  222. return elemmerge(recelemsort(e, n / 2),
  223. recelemsort(r, (n + 1) / 2));
  224. }
  225. /*
  226. * sort the elems by index; wild card is first
  227. */
  228. Node*
  229. elemsort(Node *e)
  230. {
  231. Node *ee;
  232. int n;
  233. n = 0;
  234. for(ee = e; ee != nil; ee = ee->right){
  235. if(ee->left->left->op == Owild)
  236. ee->left->left->val = -1;
  237. n++;
  238. }
  239. return recelemsort(e, n);
  240. }
  241. int
  242. sametree(Node *n1, Node *n2)
  243. {
  244. if(n1 == n2)
  245. return 1;
  246. if(n1 == nil || n2 == nil)
  247. return 0;
  248. if(n1->op != n2->op || n1->ty != n2->ty)
  249. return 0;
  250. if(n1->op == Oconst){
  251. switch(n1->ty->kind){
  252. case Tbig:
  253. case Tbyte:
  254. case Tint:
  255. return n1->val == n2->val;
  256. case Treal:
  257. return n1->rval == n2->rval;
  258. case Tfix:
  259. return n1->val == n2->val && tequal(n1->ty, n2->ty);
  260. case Tstring:
  261. return n1->decl->sym == n2->decl->sym;
  262. }
  263. return 0;
  264. }
  265. return n1->decl == n2->decl && sametree(n1->left, n2->left) && sametree(n1->right, n2->right);
  266. }
  267. int
  268. occurs(Decl *d, Node *n)
  269. {
  270. if(n == nil)
  271. return 0;
  272. if(n->op == Oname){
  273. if(d == n->decl)
  274. return 1;
  275. return 0;
  276. }
  277. return occurs(d, n->left) + occurs(d, n->right);
  278. }
  279. /*
  280. * left and right subtrees the same
  281. */
  282. Node*
  283. folds(Node *n)
  284. {
  285. if(hasside(n, 1))
  286. return n;
  287. switch(n->op){
  288. case Oeq:
  289. case Oleq:
  290. case Ogeq:
  291. n->val = 1;
  292. break;
  293. case Osub:
  294. n->val = 0;
  295. n->rval = 0.0;
  296. break;
  297. case Oxor:
  298. case Oneq:
  299. case Olt:
  300. case Ogt:
  301. n->val = 0;
  302. break;
  303. case Oand:
  304. case Oor:
  305. case Oandand:
  306. case Ooror:
  307. return n->left;
  308. default:
  309. return n;
  310. }
  311. n->op = Oconst;
  312. n->left = n->right = nil;
  313. n->decl = nil;
  314. return n;
  315. }
  316. /*
  317. * constant folding for typechecked expressions,
  318. */
  319. Node*
  320. fold(Node *n)
  321. {
  322. if(n == nil)
  323. return nil;
  324. if(debug['F'])
  325. print("fold %n\n", n);
  326. n = efold(n);
  327. if(debug['F'])
  328. print("folded %n\n", n);
  329. return n;
  330. }
  331. Node*
  332. efold(Node *n)
  333. {
  334. Decl *d;
  335. Node *left, *right;
  336. if(n == nil)
  337. return nil;
  338. left = n->left;
  339. right = n->right;
  340. switch(n->op){
  341. case Oname:
  342. d = n->decl;
  343. if(d->importid != nil)
  344. d = d->importid;
  345. if(d->store != Dconst){
  346. if(d->store == Dtag){
  347. n->op = Oconst;
  348. n->ty = tint;
  349. n->val = d->tag;
  350. }
  351. break;
  352. }
  353. switch(n->ty->kind){
  354. case Tbig:
  355. n->op = Oconst;
  356. n->val = d->init->val;
  357. break;
  358. case Tbyte:
  359. n->op = Oconst;
  360. n->val = d->init->val & 0xff;
  361. break;
  362. case Tint:
  363. case Tfix:
  364. n->op = Oconst;
  365. n->val = d->init->val;
  366. break;
  367. case Treal:
  368. n->op = Oconst;
  369. n->rval = d->init->rval;
  370. break;
  371. case Tstring:
  372. n->op = Oconst;
  373. n->decl = d->init->decl;
  374. break;
  375. case Ttuple:
  376. *n = *d->init;
  377. break;
  378. case Tadt:
  379. *n = *d->init;
  380. n = rewrite(n); /* was call */
  381. break;
  382. case Texception:
  383. if(!n->ty->cons)
  384. fatal("non-const exception type in efold");
  385. n->op = Oconst;
  386. break;
  387. default:
  388. fatal("unknown const type %T in efold", n->ty);
  389. break;
  390. }
  391. break;
  392. case Oadd:
  393. left = efold(left);
  394. right = efold(right);
  395. n->left = left;
  396. n->right = right;
  397. if(n->ty == tstring && right->op == Oconst){
  398. if(left->op == Oconst)
  399. n = mksconst(&n->src, stringcat(left->decl->sym, right->decl->sym));
  400. else if(left->op == Oadd && left->ty == tstring && left->right->op == Oconst){
  401. left->right = mksconst(&n->src, stringcat(left->right->decl->sym, right->decl->sym));
  402. n = left;
  403. }
  404. }
  405. break;
  406. case Olen:
  407. left = efold(left);
  408. n->left = left;
  409. if(left->ty == tstring && left->op == Oconst)
  410. n = mkconst(&n->src, utflen(left->decl->sym->name));
  411. break;
  412. case Oslice:
  413. if(right->left->op == Onothing)
  414. right->left = mkconst(&right->left->src, 0);
  415. n->left = efold(left);
  416. n->right = efold(right);
  417. break;
  418. case Oinds:
  419. n->left = left = efold(left);
  420. n->right = right = efold(right);
  421. if(right->op == Oconst && left->op == Oconst){
  422. ;
  423. }
  424. break;
  425. case Ocast:
  426. n->op = Ocast;
  427. left = efold(left);
  428. n->left = left;
  429. if(n->ty == left->ty || n->ty->kind == Tfix && tequal(n->ty, left->ty))
  430. return left;
  431. if(left->op == Oconst)
  432. return foldcast(n, left);
  433. break;
  434. case Odot:
  435. case Omdot:
  436. /*
  437. * what about side effects from left?
  438. */
  439. d = right->decl;
  440. switch(d->store){
  441. case Dconst:
  442. case Dtag:
  443. case Dtype:
  444. /*
  445. * set it up as a name and let that case do the hard work
  446. */
  447. n->op = Oname;
  448. n->decl = d;
  449. n->left = nil;
  450. n->right = nil;
  451. return efold(n);
  452. }
  453. n->left = efold(left);
  454. if(n->left->op == Otuple)
  455. n = tuplemem(n->left, d);
  456. else
  457. n->right = efold(right);
  458. break;
  459. case Otagof:
  460. if(n->decl != nil){
  461. n->op = Oconst;
  462. n->left = nil;
  463. n->right = nil;
  464. n->val = n->decl->tag;
  465. return efold(n);
  466. }
  467. n->left = efold(left);
  468. break;
  469. case Oif:
  470. n->left = left = efold(left);
  471. n->right = right = efold(right);
  472. if(left->op == Oconst){
  473. if(left->val)
  474. return right->left;
  475. else
  476. return right->right;
  477. }
  478. break;
  479. default:
  480. n->left = efold(left);
  481. n->right = efold(right);
  482. break;
  483. }
  484. left = n->left;
  485. right = n->right;
  486. if(left == nil)
  487. return n;
  488. if(right == nil){
  489. if(left->op == Oconst){
  490. if(left->ty == tint || left->ty == tbyte || left->ty == tbig)
  491. return foldc(n);
  492. if(left->ty == treal)
  493. return foldr(n);
  494. }
  495. return n;
  496. }
  497. if(left->op == Oconst){
  498. switch(n->op){
  499. case Olsh:
  500. case Orsh:
  501. if(left->val == 0 && !hasside(right, 1))
  502. return left;
  503. break;
  504. case Ooror:
  505. if(left->ty == tint || left->ty == tbyte || left->ty == tbig){
  506. if(left->val == 0){
  507. n = mkbin(Oneq, right, mkconst(&right->src, 0));
  508. n->ty = right->ty;
  509. n->left->ty = right->ty;
  510. return efold(n);
  511. }
  512. left->val = 1;
  513. return left;
  514. }
  515. break;
  516. case Oandand:
  517. if(left->ty == tint || left->ty == tbyte || left->ty == tbig){
  518. if(left->val == 0)
  519. return left;
  520. n = mkbin(Oneq, right, mkconst(&right->src, 0));
  521. n->ty = right->ty;
  522. n->left->ty = right->ty;
  523. return efold(n);
  524. }
  525. break;
  526. }
  527. }
  528. if(left->op == Oconst && right->op != Oconst
  529. && opcommute[n->op]
  530. && n->ty != tstring){
  531. n->op = opcommute[n->op];
  532. n->left = right;
  533. n->right = left;
  534. left = right;
  535. right = n->right;
  536. }
  537. if(right->op == Oconst && left->op == n->op && left->right->op == Oconst
  538. && (n->op == Oadd || n->op == Omul || n->op == Oor || n->op == Oxor || n->op == Oand)
  539. && n->ty != tstring){
  540. n->left = left->left;
  541. left->left = right;
  542. right = efold(left);
  543. n->right = right;
  544. left = n->left;
  545. }
  546. if(right->op == Oconst){
  547. if(n->op == Oexp && left->ty == treal){
  548. if(left->op == Oconst)
  549. return foldr(n);
  550. return n;
  551. }
  552. if(right->ty == tint || right->ty == tbyte || left->ty == tbig){
  553. if(left->op == Oconst)
  554. return foldc(n);
  555. return foldvc(n);
  556. }
  557. if(right->ty == treal && left->op == Oconst)
  558. return foldr(n);
  559. }
  560. if(sametree(left, right))
  561. return folds(n);
  562. return n;
  563. }
  564. /*
  565. * does evaluating the node have any side effects?
  566. */
  567. int
  568. hasside(Node *n, int strict)
  569. {
  570. for(; n != nil; n = n->right){
  571. if(sideeffect[n->op] && (strict || n->op != Oadr && n->op != Oind))
  572. return 1;
  573. if(hasside(n->left, strict))
  574. return 1;
  575. }
  576. return 0;
  577. }
  578. int
  579. hascall(Node *n)
  580. {
  581. for(; n != nil; n = n->right){
  582. if(n->op == Ocall || n->op == Ospawn)
  583. return 1;
  584. if(hascall(n->left))
  585. return 1;
  586. }
  587. return 0;
  588. }
  589. int
  590. hasasgns(Node *n)
  591. {
  592. if(n == nil)
  593. return 0;
  594. if(n->op != Ocall && isused[n->op] && n->op != Onothing)
  595. return 1;
  596. return hasasgns(n->left) || hasasgns(n->right);
  597. }
  598. int
  599. nodes(Node *n)
  600. {
  601. if(n == nil)
  602. return 0;
  603. return 1+nodes(n->left)+nodes(n->right);
  604. }
  605. Node*
  606. foldcast(Node *n, Node *left)
  607. {
  608. Real r;
  609. char *buf, *e;
  610. switch(left->ty->kind){
  611. case Tint:
  612. left->val &= 0xffffffff;
  613. if(left->val & 0x80000000)
  614. left->val |= (Long)0xffffffff << 32;
  615. return foldcasti(n, left);
  616. case Tbyte:
  617. left->val &= 0xff;
  618. return foldcasti(n, left);
  619. case Tbig:
  620. return foldcasti(n, left);
  621. case Treal:
  622. switch(n->ty->kind){
  623. case Tint:
  624. case Tbyte:
  625. case Tbig:
  626. r = left->rval;
  627. left->val = r < 0 ? r - .5 : r + .5;
  628. break;
  629. case Tfix:
  630. left->val = real2fix(left->rval, n->ty);
  631. break;
  632. case Tstring:
  633. buf = allocmem(NumSize);
  634. e = seprint(buf, buf+NumSize, "%g", left->rval);
  635. return mksconst(&n->src, enterstring(buf, e-buf));
  636. default:
  637. return n;
  638. }
  639. break;
  640. case Tfix:
  641. switch(n->ty->kind){
  642. case Tint:
  643. case Tbyte:
  644. case Tbig:
  645. left->val = fix2real(left->val, left->ty);
  646. break;
  647. case Treal:
  648. left->rval = fix2real(left->val, left->ty);
  649. break;
  650. case Tfix:
  651. if(tequal(left->ty, n->ty))
  652. return left;
  653. left->val = fix2fix(left->val, left->ty, n->ty);
  654. break;
  655. case Tstring:
  656. buf = allocmem(NumSize);
  657. e = seprint(buf, buf+NumSize, "%g", fix2real(left->val, left->ty));
  658. return mksconst(&n->src, enterstring(buf, e-buf));
  659. default:
  660. return n;
  661. }
  662. break;
  663. case Tstring:
  664. switch(n->ty->kind){
  665. case Tint:
  666. case Tbyte:
  667. case Tbig:
  668. left->val = strtoi(left->decl->sym->name, 10);
  669. break;
  670. case Treal:
  671. left->rval = strtod(left->decl->sym->name, nil);
  672. break;
  673. case Tfix:
  674. left->val = real2fix(strtod(left->decl->sym->name, nil), n->ty);
  675. break;
  676. default:
  677. return n;
  678. }
  679. break;
  680. default:
  681. return n;
  682. }
  683. left->ty = n->ty;
  684. left->src = n->src;
  685. return left;
  686. }
  687. /*
  688. * left is some kind of int type
  689. */
  690. Node*
  691. foldcasti(Node *n, Node *left)
  692. {
  693. char *buf, *e;
  694. switch(n->ty->kind){
  695. case Tint:
  696. left->val &= 0xffffffff;
  697. if(left->val & 0x80000000)
  698. left->val |= (Long)0xffffffff << 32;
  699. break;
  700. case Tbyte:
  701. left->val &= 0xff;
  702. break;
  703. case Tbig:
  704. break;
  705. case Treal:
  706. left->rval = left->val;
  707. break;
  708. case Tfix:
  709. left->val = real2fix(left->val, n->ty);
  710. break;
  711. case Tstring:
  712. buf = allocmem(NumSize);
  713. e = seprint(buf, buf+NumSize, "%lld", left->val);
  714. return mksconst(&n->src, enterstring(buf, e-buf));
  715. default:
  716. return n;
  717. }
  718. left->ty = n->ty;
  719. left->src = n->src;
  720. return left;
  721. }
  722. /*
  723. * right is a const int
  724. */
  725. Node*
  726. foldvc(Node *n)
  727. {
  728. Node *left, *right;
  729. left = n->left;
  730. right = n->right;
  731. switch(n->op){
  732. case Oadd:
  733. case Osub:
  734. case Oor:
  735. case Oxor:
  736. case Olsh:
  737. case Orsh:
  738. case Ooror:
  739. if(right->val == 0)
  740. return left;
  741. if(n->op == Ooror && !hasside(left, 1))
  742. return right;
  743. break;
  744. case Oand:
  745. if(right->val == 0 && !hasside(left, 1))
  746. return right;
  747. break;
  748. case Omul:
  749. if(right->val == 1)
  750. return left;
  751. if(right->val == 0 && !hasside(left, 1))
  752. return right;
  753. break;
  754. case Odiv:
  755. if(right->val == 1)
  756. return left;
  757. break;
  758. case Omod:
  759. if(right->val == 1 && !hasside(left, 1)){
  760. right->val = 0;
  761. return right;
  762. }
  763. break;
  764. case Oexp:
  765. if(right->val == 0){
  766. right->val = 1;
  767. return right;
  768. }
  769. if(right->val == 1)
  770. return left;
  771. break;
  772. case Oandand:
  773. if(right->val != 0)
  774. return left;
  775. if(!hasside(left, 1))
  776. return right;
  777. break;
  778. case Oneq:
  779. if(!isrelop[left->op])
  780. return n;
  781. if(right->val == 0)
  782. return left;
  783. n->op = Onot;
  784. n->right = nil;
  785. break;
  786. case Oeq:
  787. if(!isrelop[left->op])
  788. return n;
  789. if(right->val != 0)
  790. return left;
  791. n->op = Onot;
  792. n->right = nil;
  793. break;
  794. }
  795. return n;
  796. }
  797. /*
  798. * left and right are const ints
  799. */
  800. Node*
  801. foldc(Node *n)
  802. {
  803. Node *left, *right;
  804. Long lv, v;
  805. int rv, nb;
  806. left = n->left;
  807. right = n->right;
  808. switch(n->op){
  809. case Oadd:
  810. v = left->val + right->val;
  811. break;
  812. case Osub:
  813. v = left->val - right->val;
  814. break;
  815. case Omul:
  816. v = left->val * right->val;
  817. break;
  818. case Odiv:
  819. if(right->val == 0){
  820. nerror(n, "divide by 0 in constant expression");
  821. return n;
  822. }
  823. v = left->val / right->val;
  824. break;
  825. case Omod:
  826. if(right->val == 0){
  827. nerror(n, "mod by 0 in constant expression");
  828. return n;
  829. }
  830. v = left->val % right->val;
  831. break;
  832. case Oexp:
  833. if(left->val == 0 && right->val < 0){
  834. nerror(n, "0 to negative power in constant expression");
  835. return n;
  836. }
  837. v = ipow(left->val, right->val);
  838. break;
  839. case Oand:
  840. v = left->val & right->val;
  841. break;
  842. case Oor:
  843. v = left->val | right->val;
  844. break;
  845. case Oxor:
  846. v = left->val ^ right->val;
  847. break;
  848. case Olsh:
  849. lv = left->val;
  850. rv = right->val;
  851. if(rv < 0 || rv >= n->ty->size * 8){
  852. nwarn(n, "shift amount %d out of range", rv);
  853. rv = 0;
  854. }
  855. if(rv == 0){
  856. v = lv;
  857. break;
  858. }
  859. v = lv << rv;
  860. break;
  861. case Orsh:
  862. lv = left->val;
  863. rv = right->val;
  864. nb = n->ty->size * 8;
  865. if(rv < 0 || rv >= nb){
  866. nwarn(n, "shift amount %d out of range", rv);
  867. rv = 0;
  868. }
  869. if(rv == 0){
  870. v = lv;
  871. break;
  872. }
  873. v = lv >> rv;
  874. /*
  875. * properly sign extend c right shifts
  876. */
  877. if((n->ty == tint || n->ty == tbig)
  878. && rv != 0
  879. && (lv & (1<<(nb-1)))){
  880. lv = 0;
  881. lv = ~lv;
  882. v |= lv << (nb - rv);
  883. }
  884. break;
  885. case Oneg:
  886. v = -left->val;
  887. break;
  888. case Ocomp:
  889. v = ~left->val;
  890. break;
  891. case Oeq:
  892. v = left->val == right->val;
  893. break;
  894. case Oneq:
  895. v = left->val != right->val;
  896. break;
  897. case Ogt:
  898. v = left->val > right->val;
  899. break;
  900. case Ogeq:
  901. v = left->val >= right->val;
  902. break;
  903. case Olt:
  904. v = left->val < right->val;
  905. break;
  906. case Oleq:
  907. v = left->val <= right->val;
  908. break;
  909. case Oandand:
  910. v = left->val && right->val;
  911. break;
  912. case Ooror:
  913. v = left->val || right->val;
  914. break;
  915. case Onot:
  916. v = !left->val;
  917. break;
  918. default:
  919. return n;
  920. }
  921. if(n->ty == tint){
  922. v &= 0xffffffff;
  923. if(v & 0x80000000)
  924. v |= (Long)0xffffffff << 32;
  925. }else if(n->ty == tbyte)
  926. v &= 0xff;
  927. n->left = nil;
  928. n->right = nil;
  929. n->decl = nil;
  930. n->op = Oconst;
  931. n->val = v;
  932. return n;
  933. }
  934. /*
  935. * left and right are const reals
  936. */
  937. Node*
  938. foldr(Node *n)
  939. {
  940. Node *left, *right;
  941. double rv;
  942. Long v;
  943. rv = 0.;
  944. v = 0;
  945. left = n->left;
  946. right = n->right;
  947. switch(n->op){
  948. case Ocast:
  949. return n;
  950. case Oadd:
  951. rv = left->rval + right->rval;
  952. break;
  953. case Osub:
  954. rv = left->rval - right->rval;
  955. break;
  956. case Omul:
  957. rv = left->rval * right->rval;
  958. break;
  959. case Odiv:
  960. rv = left->rval / right->rval;
  961. break;
  962. case Oexp:
  963. rv = rpow(left->rval, right->val);
  964. break;
  965. case Oneg:
  966. rv = -left->rval;
  967. break;
  968. case Oinv:
  969. if(left->rval == 0.0){
  970. error(n->src.start, "divide by 0 in fixed point type");
  971. return n;
  972. }
  973. rv = 1/left->rval;
  974. break;
  975. case Oeq:
  976. v = left->rval == right->rval;
  977. break;
  978. case Oneq:
  979. v = left->rval != right->rval;
  980. break;
  981. case Ogt:
  982. v = left->rval > right->rval;
  983. break;
  984. case Ogeq:
  985. v = left->rval >= right->rval;
  986. break;
  987. case Olt:
  988. v = left->rval < right->rval;
  989. break;
  990. case Oleq:
  991. v = left->rval <= right->rval;
  992. break;
  993. default:
  994. return n;
  995. }
  996. n->left = nil;
  997. n->right = nil;
  998. if(isNaN(rv))
  999. rv = canonnan;
  1000. n->rval = rv;
  1001. n->val = v;
  1002. n->op = Oconst;
  1003. return n;
  1004. }
  1005. Node*
  1006. varinit(Decl *d, Node *e)
  1007. {
  1008. Node *n;
  1009. n = mkdeclname(&e->src, d);
  1010. if(d->next == nil)
  1011. return mkbin(Oas, n, e);
  1012. return mkbin(Oas, n, varinit(d->next, e));
  1013. }
  1014. /*
  1015. * given: an Oseq list with left == next or the last child
  1016. * make a list with the right == next
  1017. * ie: Oseq(Oseq(a, b),c) ==> Oseq(a, Oseq(b, Oseq(c, nil))))
  1018. */
  1019. Node*
  1020. rotater(Node *e)
  1021. {
  1022. Node *left;
  1023. if(e == nil)
  1024. return e;
  1025. if(e->op != Oseq)
  1026. return mkunary(Oseq, e);
  1027. e->right = mkunary(Oseq, e->right);
  1028. while(e->left->op == Oseq){
  1029. left = e->left;
  1030. e->left = left->right;
  1031. left->right = e;
  1032. e = left;
  1033. }
  1034. return e;
  1035. }
  1036. /*
  1037. * reverse the case labels list
  1038. */
  1039. Node*
  1040. caselist(Node *s, Node *nr)
  1041. {
  1042. Node *r;
  1043. r = s->right;
  1044. s->right = nr;
  1045. if(r == nil)
  1046. return s;
  1047. return caselist(r, s);
  1048. }
  1049. /*
  1050. * e is a seq of expressions; make into cons's to build a list
  1051. */
  1052. Node*
  1053. etolist(Node *e)
  1054. {
  1055. Node *left, *n;
  1056. if(e == nil)
  1057. return nil;
  1058. n = mknil(&e->src);
  1059. n->src.start = n->src.stop;
  1060. if(e->op != Oseq)
  1061. return mkbin(Ocons, e, n);
  1062. e->right = mkbin(Ocons, e->right, n);
  1063. while(e->left->op == Oseq){
  1064. e->op = Ocons;
  1065. left = e->left;
  1066. e->left = left->right;
  1067. left->right = e;
  1068. e = left;
  1069. }
  1070. e->op = Ocons;
  1071. return e;
  1072. }
  1073. Node*
  1074. dupn(int resrc, Src *src, Node *n)
  1075. {
  1076. Node *nn;
  1077. nn = allocmem(sizeof *nn);
  1078. *nn = *n;
  1079. if(resrc)
  1080. nn->src = *src;
  1081. if(nn->left != nil)
  1082. nn->left = dupn(resrc, src, nn->left);
  1083. if(nn->right != nil)
  1084. nn->right = dupn(resrc, src, nn->right);
  1085. return nn;
  1086. }
  1087. Node*
  1088. mkn(int op, Node *left, Node *right)
  1089. {
  1090. Node *n;
  1091. n = allocmem(sizeof *n);
  1092. *n = znode;
  1093. n->op = op;
  1094. n->left = left;
  1095. n->right = right;
  1096. return n;
  1097. }
  1098. Node*
  1099. mkunary(int op, Node *left)
  1100. {
  1101. Node *n;
  1102. n = mkn(op, left, nil);
  1103. n->src = left->src;
  1104. return n;
  1105. }
  1106. Node*
  1107. mkbin(int op, Node *left, Node *right)
  1108. {
  1109. Node *n;
  1110. n = mkn(op, left, right);
  1111. n->src.start = left->src.start;
  1112. n->src.stop = right->src.stop;
  1113. return n;
  1114. }
  1115. Node*
  1116. mkdeclname(Src *src, Decl *d)
  1117. {
  1118. Node *n;
  1119. n = mkn(Oname, nil, nil);
  1120. n->src = *src;
  1121. n->decl = d;
  1122. n->ty = d->ty;
  1123. d->refs++;
  1124. return n;
  1125. }
  1126. Node*
  1127. mknil(Src *src)
  1128. {
  1129. return mkdeclname(src, nildecl);
  1130. }
  1131. Node*
  1132. mkname(Src *src, Sym *s)
  1133. {
  1134. Node *n;
  1135. n = mkn(Oname, nil, nil);
  1136. n->src = *src;
  1137. if(s->unbound == nil){
  1138. s->unbound = mkdecl(src, Dunbound, nil);
  1139. s->unbound->sym = s;
  1140. }
  1141. n->decl = s->unbound;
  1142. return n;
  1143. }
  1144. Node*
  1145. mkconst(Src *src, Long v)
  1146. {
  1147. Node *n;
  1148. n = mkn(Oconst, nil, nil);
  1149. n->ty = tint;
  1150. n->val = v;
  1151. n->src = *src;
  1152. return n;
  1153. }
  1154. Node*
  1155. mkrconst(Src *src, Real v)
  1156. {
  1157. Node *n;
  1158. n = mkn(Oconst, nil, nil);
  1159. n->ty = treal;
  1160. n->rval = v;
  1161. n->src = *src;
  1162. return n;
  1163. }
  1164. Node*
  1165. mksconst(Src *src, Sym *s)
  1166. {
  1167. Node *n;
  1168. n = mkn(Oconst, nil, nil);
  1169. n->ty = tstring;
  1170. n->decl = mkdecl(src, Dconst, tstring);
  1171. n->decl->sym = s;
  1172. n->src = *src;
  1173. return n;
  1174. }
  1175. int
  1176. opconv(Fmt *f)
  1177. {
  1178. int op;
  1179. char buf[32];
  1180. op = va_arg(f->args, int);
  1181. if(op < 0 || op > Oend) {
  1182. seprint(buf, buf+sizeof(buf), "op %d", op);
  1183. return fmtstrcpy(f, buf);
  1184. }
  1185. return fmtstrcpy(f, opname[op]);
  1186. }
  1187. int
  1188. etconv(Fmt *f)
  1189. {
  1190. Node *n;
  1191. char buf[1024];
  1192. n = va_arg(f->args, Node*);
  1193. if(n->ty == tany || n->ty == tnone || n->ty == terror)
  1194. seprint(buf, buf+sizeof(buf), "%V", n);
  1195. else
  1196. seprint(buf, buf+sizeof(buf), "%V of type %T", n, n->ty);
  1197. return fmtstrcpy(f, buf);
  1198. }
  1199. int
  1200. expconv(Fmt *f)
  1201. {
  1202. Node *n;
  1203. char buf[4096], *p;
  1204. n = va_arg(f->args, Node*);
  1205. p = buf;
  1206. *p = 0;
  1207. if(f->r == 'V')
  1208. *p++ = '\'';
  1209. p = eprint(p, buf+sizeof(buf)-1, n);
  1210. if(f->r == 'V')
  1211. *p++ = '\'';
  1212. *p = 0;
  1213. return fmtstrcpy(f, buf);
  1214. }
  1215. char*
  1216. eprint(char *buf, char *end, Node *n)
  1217. {
  1218. if(n == nil)
  1219. return buf;
  1220. if(n->flags & PARENS)
  1221. buf = secpy(buf, end, "(");
  1222. switch(n->op){
  1223. case Obreak:
  1224. case Ocont:
  1225. buf = secpy(buf, end, opname[n->op]);
  1226. if(n->decl != nil){
  1227. buf = seprint(buf, end, " %s", n->decl->sym->name);
  1228. }
  1229. break;
  1230. case Oexit:
  1231. case Owild:
  1232. buf = secpy(buf, end, opname[n->op]);
  1233. break;
  1234. case Onothing:
  1235. break;
  1236. case Oadr:
  1237. case Oused:
  1238. buf = eprint(buf, end, n->left);
  1239. break;
  1240. case Oseq:
  1241. buf = eprintlist(buf, end, n, ", ");
  1242. break;
  1243. case Oname:
  1244. if(n->decl == nil)
  1245. buf = secpy(buf, end, "<nil>");
  1246. else
  1247. buf = seprint(buf, end, "%s", n->decl->sym->name);
  1248. break;
  1249. case Oconst:
  1250. if(n->ty->kind == Tstring){
  1251. buf = stringpr(buf, end, n->decl->sym);
  1252. break;
  1253. }
  1254. if(n->decl != nil && n->decl->sym != nil){
  1255. buf = seprint(buf, end, "%s", n->decl->sym->name);
  1256. break;
  1257. }
  1258. switch(n->ty->kind){
  1259. case Tint:
  1260. case Tbyte:
  1261. buf = seprint(buf, end, "%ld", (long)n->val);
  1262. break;
  1263. case Tbig:
  1264. buf = seprint(buf, end, "%lld", n->val);
  1265. break;
  1266. case Treal:
  1267. buf = seprint(buf, end, "%g", n->rval);
  1268. break;
  1269. case Tfix:
  1270. buf = seprint(buf, end, "%ld(%g)", (long)n->val, n->ty->val->rval);
  1271. break;
  1272. default:
  1273. buf = secpy(buf, end, opname[n->op]);
  1274. break;
  1275. }
  1276. break;
  1277. case Ocast:
  1278. buf = seprint(buf, end, "%T ", n->ty);
  1279. buf = eprint(buf, end, n->left);
  1280. break;
  1281. case Otuple:
  1282. if(n->ty != nil && n->ty->kind == Tadt)
  1283. buf = seprint(buf, end, "%s", n->ty->decl->sym->name);
  1284. buf = seprint(buf, end, "(");
  1285. buf = eprintlist(buf, end, n->left, ", ");
  1286. buf = secpy(buf, end, ")");
  1287. break;
  1288. case Ochan:
  1289. if(n->left){
  1290. buf = secpy(buf, end, "chan [");
  1291. buf = eprint(buf, end, n->left);
  1292. buf = secpy(buf, end, "] of ");
  1293. buf = seprint(buf, end, "%T", n->ty->tof);
  1294. }else
  1295. buf = seprint(buf, end, "chan of %T", n->ty->tof);
  1296. break;
  1297. case Oarray:
  1298. buf = secpy(buf, end, "array [");
  1299. if(n->left != nil)
  1300. buf = eprint(buf, end, n->left);
  1301. buf = secpy(buf, end, "] of ");
  1302. if(n->right != nil){
  1303. buf = secpy(buf, end, "{");
  1304. buf = eprintlist(buf, end, n->right, ", ");
  1305. buf = secpy(buf, end, "}");
  1306. }else{
  1307. buf = seprint(buf, end, "%T", n->ty->tof);
  1308. }
  1309. break;
  1310. case Oelem:
  1311. case Olabel:
  1312. if(n->left != nil){
  1313. buf = eprintlist(buf, end, n->left, " or ");
  1314. buf = secpy(buf, end, " =>");
  1315. }
  1316. buf = eprint(buf, end, n->right);
  1317. break;
  1318. case Orange:
  1319. buf = eprint(buf, end, n->left);
  1320. buf = secpy(buf, end, " to ");
  1321. buf = eprint(buf, end, n->right);
  1322. break;
  1323. case Ospawn:
  1324. buf = secpy(buf, end, "spawn ");
  1325. buf = eprint(buf, end, n->left);
  1326. break;
  1327. case Oraise:
  1328. buf = secpy(buf, end, "raise ");
  1329. buf = eprint(buf, end, n->left);
  1330. break;
  1331. case Ocall:
  1332. buf = eprint(buf, end, n->left);
  1333. buf = secpy(buf, end, "(");
  1334. buf = eprintlist(buf, end, n->right, ", ");
  1335. buf = secpy(buf, end, ")");
  1336. break;
  1337. case Oinc:
  1338. case Odec:
  1339. buf = eprint(buf, end, n->left);
  1340. buf = secpy(buf, end, opname[n->op]);
  1341. break;
  1342. case Oindex:
  1343. case Oindx:
  1344. case Oinds:
  1345. buf = eprint(buf, end, n->left);
  1346. buf = secpy(buf, end, "[");
  1347. buf = eprint(buf, end, n->right);
  1348. buf = secpy(buf, end, "]");
  1349. break;
  1350. case Oslice:
  1351. buf = eprint(buf, end, n->left);
  1352. buf = secpy(buf, end, "[");
  1353. buf = eprint(buf, end, n->right->left);
  1354. buf = secpy(buf, end, ":");
  1355. buf = eprint(buf, end, n->right->right);
  1356. buf = secpy(buf, end, "]");
  1357. break;
  1358. case Oload:
  1359. buf = seprint(buf, end, "load %T ", n->ty);
  1360. buf = eprint(buf, end, n->left);
  1361. break;
  1362. case Oref:
  1363. case Olen:
  1364. case Ohd:
  1365. case Otl:
  1366. case Otagof:
  1367. buf = secpy(buf, end, opname[n->op]);
  1368. buf = secpy(buf, end, " ");
  1369. buf = eprint(buf, end, n->left);
  1370. break;
  1371. default:
  1372. if(n->right == nil){
  1373. buf = secpy(buf, end, opname[n->op]);
  1374. buf = eprint(buf, end, n->left);
  1375. }else{
  1376. buf = eprint(buf, end, n->left);
  1377. buf = secpy(buf, end, opname[n->op]);
  1378. buf = eprint(buf, end, n->right);
  1379. }
  1380. break;
  1381. }
  1382. if(n->flags & PARENS)
  1383. buf = secpy(buf, end, ")");
  1384. return buf;
  1385. }
  1386. char*
  1387. eprintlist(char *buf, char *end, Node *elist, char *sep)
  1388. {
  1389. if(elist == nil)
  1390. return buf;
  1391. for(; elist->right != nil; elist = elist->right){
  1392. if(elist->op == Onothing)
  1393. continue;
  1394. if(elist->left->op == Ofnptr)
  1395. return buf;
  1396. buf = eprint(buf, end, elist->left);
  1397. if(elist->right->left->op != Ofnptr)
  1398. buf = secpy(buf, end, sep);
  1399. }
  1400. buf = eprint(buf, end, elist->left);
  1401. return buf;
  1402. }
  1403. int
  1404. nodeconv(Fmt *f)
  1405. {
  1406. Node *n;
  1407. char buf[4096];
  1408. n = va_arg(f->args, Node*);
  1409. buf[0] = 0;
  1410. nprint(buf, buf+sizeof(buf), n, 0);
  1411. return fmtstrcpy(f, buf);
  1412. }
  1413. char*
  1414. nprint(char *buf, char *end, Node *n, int indent)
  1415. {
  1416. int i;
  1417. if(n == nil)
  1418. return buf;
  1419. buf = seprint(buf, end, "\n");
  1420. for(i = 0; i < indent; i++)
  1421. if(buf < end-1)
  1422. *buf++ = ' ';
  1423. switch(n->op){
  1424. case Oname:
  1425. if(n->decl == nil)
  1426. buf = secpy(buf, end, "name <nil>");
  1427. else
  1428. buf = seprint(buf, end, "name %s", n->decl->sym->name);
  1429. break;
  1430. case Oconst:
  1431. if(n->decl != nil && n->decl->sym != nil)
  1432. buf = seprint(buf, end, "const %s", n->decl->sym->name);
  1433. else
  1434. buf = seprint(buf, end, "%O", n->op);
  1435. if(n->ty == tint || n->ty == tbyte || n->ty == tbig)
  1436. buf = seprint(buf, end, " (%ld)", (long)n->val);
  1437. break;
  1438. default:
  1439. buf = seprint(buf, end, "%O", n->op);
  1440. break;
  1441. }
  1442. buf = seprint(buf, end, " %T %d %d", n->ty, n->addable, n->temps);
  1443. indent += 2;
  1444. buf = nprint(buf, end, n->left, indent);
  1445. buf = nprint(buf, end, n->right, indent);
  1446. return buf;
  1447. }