ref: 2459e34d77e2e21ef829c0dfaafd99433899494f
dir: /appl/cmd/limbo/nodes.b/
include "opname.m";
znode: Node;
isused = array[Oend] of
{
Oas => 1,
Odas => 1,
Oaddas => 1,
Osubas => 1,
Omulas => 1,
Odivas => 1,
Omodas => 1,
Oexpas => 1,
Oandas => 1,
Ooras => 1,
Oxoras => 1,
Olshas => 1,
Onothing => 1,
Orshas => 1,
Oinc => 1,
Odec => 1,
Opreinc => 1,
Opredec => 1,
Ocall => 1,
Oraise => 1,
Ospawn => 1,
Osnd => 1,
Orcv => 1,
* => 0
};
sideeffect := array[Oend] of
{
Oas => 1,
Odas => 1,
Oaddas => 1,
Osubas => 1,
Omulas => 1,
Odivas => 1,
Omodas => 1,
Oexpas => 1,
Oandas => 1,
Ooras => 1,
Oxoras => 1,
Olshas => 1,
Orshas => 1,
Oinc => 1,
Odec => 1,
Opreinc => 1,
Opredec => 1,
Ocall => 1,
Oraise => 1,
Ospawn => 1,
Osnd => 1,
Orcv => 1,
Oadr => 1,
Oarray => 1,
Ocast => 1,
Ochan => 1,
Ocons => 1,
Odiv => 1,
Odot => 1,
Oind => 1,
Oindex => 1,
Oinds => 1,
Oindx => 1,
Olen => 1,
Oload => 1,
Omod => 1,
Oref => 1,
* => 0
};
opcommute = array[Oend] of
{
Oeq => Oeq,
Oneq => Oneq,
Olt => Ogt,
Ogt => Olt,
Ogeq => Oleq,
Oleq => Ogeq,
Oadd => Oadd,
Omul => Omul,
Oxor => Oxor,
Oor => Oor,
Oand => Oand,
* => 0
};
oprelinvert = array[Oend] of
{
Oeq => Oneq,
Oneq => Oeq,
Olt => Ogeq,
Ogt => Oleq,
Ogeq => Olt,
Oleq => Ogt,
* => 0
};
isrelop := array[Oend] of
{
Oeq => 1,
Oneq => 1,
Olt => 1,
Oleq => 1,
Ogt => 1,
Ogeq => 1,
Oandand => 1,
Ooror => 1,
Onot => 1,
* => 0
};
ipow(x: big, n: int): big
{
inv: int;
r: big;
inv = 0;
if(n < 0){
n = -n;
inv = 1;
}
r = big 1;
for(;;){
if(n&1)
r *= x;
if((n >>= 1) == 0)
break;
x *= x;
}
if(inv)
r = big 1/r;
return r;
}
rpow(x: real, n: int): real
{
inv: int;
r: real;
inv = 0;
if(n < 0){
n = -n;
inv = 1;
}
r = 1.0;
for(;;){
if(n&1)
r *= x;
if((n >>= 1) == 0)
break;
x *= x;
}
if(inv)
r = 1.0/r;
return r;
}
real2fix(v: real, t: ref Type): big
{
return big(v/scale(t));
}
fix2fix(v: big, f: ref Type, t: ref Type): big
{
return big(real v * (scale(f)/scale(t)));
}
fix2real(v: big, f: ref Type): real
{
return real v * scale(f);
}
istuple(n: ref Node): int
{
d: ref Decl;
case(n.op){
Otuple =>
return 1;
Oname =>
d = n.decl;
if(d.importid != nil)
d = d.importid;
return d.store == Dconst && (n.ty.kind == Ttuple || n.ty.kind == Tadt);
Odot =>
return 0; # istuple(n.left);
}
return 0;
}
tuplemem(n: ref Node, d: ref Decl): ref Node
{
ty: ref Type;
ids: ref Decl;
ty = n.ty;
n = n.left;
for(ids = ty.ids; ids != nil; ids = ids.next){
if(ids.sym == d.sym)
break;
else
n = n.right;
}
if(n == nil)
fatal("tuplemem cannot cope !\n");
return n.left;
}
varcom(v: ref Decl): int
{
n := v.init;
n = fold(n);
v.init = n;
if(debug['v'])
print("variable '%s' val %s\n", v.sym.name, expconv(n));
if(n == nil)
return 1;
tn := ref znode;
tn.op = Oname;
tn.decl = v;
tn.src = v.src;
tn.ty = v.ty;
return initable(tn, n, 0);
}
initable(v, n: ref Node, allocdep: int): int
{
case n.ty.kind{
Tiface or
Tgoto or
Tcase or
Tcasel or
Tcasec or
Talt or
Texcept =>
return 1;
Tint or
Tbig or
Tbyte or
Treal or
Tstring or
Tfix =>
if(n.op != Oconst)
break;
return 1;
Tadt or
Tadtpick or
Ttuple =>
if(n.op == Otuple)
n = n.left;
else if(n.op == Ocall)
n = n.right;
else
break;
for(; n != nil; n = n.right)
if(!initable(v, n.left, allocdep))
return 0;
return 1;
Tarray =>
if(n.op != Oarray)
break;
if(allocdep >= DADEPTH){
nerror(v, expconv(v)+"s initializer has arrays nested more than "+string allocdep+" deep");
return 0;
}
allocdep++;
usedesc(mktdesc(n.ty.tof));
if(n.left.op != Oconst){
nerror(v, expconv(v)+"s size is not a constant");
return 0;
}
for(e := n.right; e != nil; e = e.right)
if(!initable(v, e.left.right, allocdep))
return 0;
return 1;
Tany =>
return 1;
Tref or
Tlist or
Tpoly or
* =>
nerror(v, "can't initialize "+etconv(v));
return 0;
}
nerror(v, expconv(v)+"s initializer, "+expconv(n)+", is not a constant expression");
return 0;
}
#
# merge together two sorted lists, yielding a sorted list
#
elemmerge(e, f: ref Node): ref Node
{
r := rock := ref Node;
while(e != nil && f != nil){
if(e.left.left.c.val <= f.left.left.c.val){
r.right = e;
e = e.right;
}else{
r.right = f;
f = f.right;
}
r = r.right;
}
if(e != nil)
r.right = e;
else
r.right = f;
return rock.right;
}
#
# recursively split lists and remerge them after they are sorted
#
recelemsort(e: ref Node, n: int): ref Node
{
if(n <= 1)
return e;
m := n / 2 - 1;
ee := e;
for(i := 0; i < m; i++)
ee = ee.right;
r := ee.right;
ee.right = nil;
return elemmerge(recelemsort(e, n / 2),
recelemsort(r, (n + 1) / 2));
}
#
# sort the elems by index; wild card is first
#
elemsort(e: ref Node): ref Node
{
n := 0;
for(ee := e; ee != nil; ee = ee.right){
if(ee.left.left.op == Owild)
ee.left.left.c = ref Const(big -1, 0.);
n++;
}
return recelemsort(e, n);
}
sametree(n1: ref Node, n2: ref Node): int
{
if(n1 == n2)
return 1;
if(n1 == nil || n2 == nil)
return 0;
if(n1.op != n2.op || n1.ty != n2.ty)
return 0;
if(n1.op == Oconst){
case(n1.ty.kind){
Tbig or
Tbyte or
Tint =>
return n1.c.val == n2.c.val;
Treal =>
return n1.c.rval == n2.c.rval;
Tfix =>
return n1.c.val == n2.c.val && tequal(n1.ty, n2.ty);
Tstring =>
return n1.decl.sym == n2.decl.sym;
}
return 0;
}
return n1.decl == n2.decl && sametree(n1.left, n2.left) && sametree(n1.right, n2.right);
}
occurs(d: ref Decl, n: ref Node): int
{
if(n == nil)
return 0;
if(n.op == Oname){
if(d == n.decl)
return 1;
return 0;
}
return occurs(d, n.left) + occurs(d, n.right);
}
#
# left and right subtrees the same
#
folds(n: ref Node): ref Node
{
if(hasside(n, 1))
return n;
case(n.op){
Oeq or
Oleq or
Ogeq =>
n.c = ref Const(big 1, 0.0);
Osub =>
n.c = ref Const(big 0, 0.0);
Oxor or
Oneq or
Olt or
Ogt =>
n.c = ref Const(big 0, 0.0);
Oand or
Oor or
Oandand or
Ooror =>
return n.left;
* =>
return n;
}
n.op = Oconst;
n.left = n.right = nil;
n.decl = nil;
return n;
}
#
# constant folding for typechecked expressions
#
fold(n: ref Node): ref Node
{
if(n == nil)
return nil;
if(debug['F'])
print("fold %s\n", nodeconv(n));
n = efold(n);
if(debug['F'])
print("folded %s\n", nodeconv(n));
return n;
}
efold(n: ref Node): ref Node
{
d: ref Decl;
if(n == nil)
return nil;
left := n.left;
right := n.right;
case n.op{
Oname =>
d = n.decl;
if(d.importid != nil)
d = d.importid;
if(d.store != Dconst){
if(d.store == Dtag){
n.op = Oconst;
n.ty = tint;
n.c = ref Const(big d.tag, 0.);
}
break;
}
case n.ty.kind{
Tbig =>
n.op = Oconst;
n.c = ref Const(d.init.c.val, 0.);
Tbyte =>
n.op = Oconst;
n.c = ref Const(big byte d.init.c.val, 0.);
Tint or
Tfix =>
n.op = Oconst;
n.c = ref Const(big int d.init.c.val, 0.);
Treal =>
n.op = Oconst;
n.c = ref Const(big 0, d.init.c.rval);
Tstring =>
n.op = Oconst;
n.decl = d.init.decl;
Ttuple =>
*n = *d.init;
Tadt =>
*n = *d.init;
n = rewrite(n); # was call
Texception =>
if(n.ty.cons == byte 0)
fatal("non-const exception type in efold");
n.op = Oconst;
* =>
fatal("unknown const type "+typeconv(n.ty)+" in efold");
}
Oadd =>
left = efold(left);
right = efold(right);
n.left = left;
n.right = right;
if(n.ty == tstring && right.op == Oconst){
if(left.op == Oconst)
n = mksconst(n.src, stringcat(left.decl.sym, right.decl.sym));
else if(left.op == Oadd && left.ty == tstring && left.right.op == Oconst){
left.right = mksconst(n.src, stringcat(left.right.decl.sym, right.decl.sym));
n = left;
}
}
Olen =>
left = efold(left);
n.left = left;
if(left.ty == tstring && left.op == Oconst)
n = mkconst(n.src, big len left.decl.sym.name);
Oslice =>
if(right.left.op == Onothing)
right.left = mkconst(right.left.src, big 0);
n.left = efold(left);
n.right = efold(right);
Oinds =>
n.left = left = efold(left);
n.right = right = efold(right);
if(right.op == Oconst && left.op == Oconst){
;
}
Ocast =>
n.op = Ocast;
left = efold(left);
n.left = left;
if(n.ty == left.ty || n.ty.kind == Tfix && tequal(n.ty, left.ty))
return left;
if(left.op == Oconst)
return foldcast(n, left);
Odot or
Omdot =>
#
# what about side effects from left?
#
d = right.decl;
case d.store{
Dconst or
Dtag or
Dtype =>
#
# set it up as a name and let that case do the hard work
#
n.op = Oname;
n.decl = d;
n.left = nil;
n.right = nil;
return efold(n);
}
n.left = efold(left);
if(n.left.op == Otuple)
n = tuplemem(n.left, d);
else
n.right = efold(right);
Otagof =>
if(n.decl != nil){
n.op = Oconst;
n.left = nil;
n.right = nil;
n.c = ref Const(big n.decl.tag, 0.);
return efold(n);
}
n.left = efold(left);
Oif =>
n.left = left = efold(left);
n.right = right = efold(right);
if(left.op == Oconst){
if(left.c.val != big 0)
return right.left;
else
return right.right;
}
* =>
n.left = efold(left);
n.right = efold(right);
}
left = n.left;
right = n.right;
if(left == nil)
return n;
if(right == nil){
if(left.op == Oconst){
if(left.ty == tint || left.ty == tbyte || left.ty == tbig)
return foldc(n);
if(left.ty == treal)
return foldr(n);
}
return n;
}
if(left.op == Oconst){
case n.op{
Olsh or
Orsh =>
if(left.c.val == big 0 && !hasside(right, 1))
return left;
Ooror =>
if(left.ty == tint || left.ty == tbyte || left.ty == tbig){
if(left.c.val == big 0){
n = mkbin(Oneq, right, mkconst(right.src, big 0));
n.ty = right.ty;
n.left.ty = right.ty;
return efold(n);
}
left.c.val = big 1;
return left;
}
Oandand =>
if(left.ty == tint || left.ty == tbyte || left.ty == tbig){
if(left.c.val == big 0)
return left;
n = mkbin(Oneq, right, mkconst(right.src, big 0));
n.ty = right.ty;
n.left.ty = right.ty;
return efold(n);
}
}
}
if(left.op == Oconst && right.op != Oconst
&& opcommute[n.op]
&& n.ty != tstring){
n.op = opcommute[n.op];
n.left = right;
n.right = left;
left = right;
right = n.right;
}
if(right.op == Oconst && left.op == n.op && left.right.op == Oconst
&& (n.op == Oadd || n.op == Omul || n.op == Oor || n.op == Oxor || n.op == Oand)
&& n.ty != tstring){
n.left = left.left;
left.left = right;
right = efold(left);
n.right = right;
left = n.left;
}
if(right.op == Oconst){
if(n.op == Oexp && left.ty == treal){
if(left.op == Oconst)
return foldr(n);
return n;
}
if(right.ty == tint || right.ty == tbyte || left.ty == tbig){
if(left.op == Oconst)
return foldc(n);
return foldvc(n);
}
if(right.ty == treal && left.op == Oconst)
return foldr(n);
}
if(sametree(left, right))
return folds(n);
return n;
}
#
# does evaluating the node have any side effects?
#
hasside(n: ref Node, strict: int): int
{
for(; n != nil; n = n.right){
if(sideeffect[n.op] && (strict || n.op != Oadr && n.op != Oind))
return 1;
if(hasside(n.left, strict))
return 1;
}
return 0;
}
hascall(n: ref Node): int
{
for(; n != nil; n = n.right){
if(n.op == Ocall || n.op == Ospawn)
return 1;
if(hascall(n.left))
return 1;
}
return 0;
}
hasasgns(n: ref Node): int
{
if(n == nil)
return 0;
if(n.op != Ocall && isused[n.op] && n.op != Onothing)
return 1;
return hasasgns(n.left) || hasasgns(n.right);
}
nodes(n: ref Node): int
{
if(n == nil)
return 0;
return 1+nodes(n.left)+nodes(n.right);
}
foldcast(n, left: ref Node): ref Node
{
case left.ty.kind{
Tint =>
left.c.val = big int left.c.val;
return foldcasti(n, left);
Tbyte =>
left.c.val = big byte left.c.val;
return foldcasti(n, left);
Tbig =>
return foldcasti(n, left);
Treal =>
case n.ty.kind{
Tint or
Tbyte or
Tbig =>
left.c.val = big left.c.rval;
Tfix =>
left.c.val = real2fix(left.c.rval, n.ty);
Tstring =>
return mksconst(n.src, enterstring(string left.c.rval));
* =>
return n;
}
Tfix =>
case n.ty.kind{
Tint or
Tbyte or
Tbig =>
left.c.val = big fix2real(left.c.val, left.ty);
Treal =>
left.c.rval = fix2real(left.c.val, left.ty);
Tfix =>
if(tequal(left.ty, n.ty))
return left;
left.c.val = fix2fix(left.c.val, left.ty, n.ty);
Tstring =>
return mksconst(n.src, enterstring(string fix2real(left.c.val, left.ty)));
* =>
return n;
}
break;
Tstring =>
case n.ty.kind{
Tint or
Tbyte or
Tbig =>
left.c = ref Const(big left.decl.sym.name, 0.);
Treal =>
left.c = ref Const(big 0, real left.decl.sym.name);
Tfix =>
left.c = ref Const(real2fix(real left.decl.sym.name, n.ty), 0.);
* =>
return n;
}
* =>
return n;
}
left.ty = n.ty;
left.src = n.src;
return left;
}
#
# left is some kind of int type
#
foldcasti(n, left: ref Node): ref Node
{
case n.ty.kind{
Tint =>
left.c.val = big int left.c.val;
Tbyte =>
left.c.val = big byte left.c.val;
Tbig =>
;
Treal =>
left.c.rval = real left.c.val;
Tfix =>
left.c.val = real2fix(real left.c.val, n.ty);
Tstring =>
return mksconst(n.src, enterstring(string left.c.val));
* =>
return n;
}
left.ty = n.ty;
left.src = n.src;
return left;
}
#
# right is a const int
#
foldvc(n: ref Node): ref Node
{
left := n.left;
right := n.right;
case n.op{
Oadd or
Osub or
Oor or
Oxor or
Olsh or
Orsh or
Ooror =>
if(right.c.val == big 0)
return left;
if(n.op == Ooror && !hasside(left, 1))
return right;
Oand =>
if(right.c.val == big 0 && !hasside(left, 1))
return right;
Omul =>
if(right.c.val == big 1)
return left;
if(right.c.val == big 0 && !hasside(left, 1))
return right;
Odiv =>
if(right.c.val == big 1)
return left;
Omod =>
if(right.c.val == big 1 && !hasside(left, 1)){
right.c.val = big 0;
return right;
}
Oexp =>
if(right.c.val == big 0){
right.c.val = big 1;
return right;
}
if(right.c.val == big 1)
return left;
Oandand =>
if(right.c.val != big 0)
return left;
if(!hasside(left, 1))
return right;
Oneq =>
if(!isrelop[left.op])
return n;
if(right.c.val == big 0)
return left;
n.op = Onot;
n.right = nil;
Oeq =>
if(!isrelop[left.op])
return n;
if(right.c.val != big 0)
return left;
n.op = Onot;
n.right = nil;
}
return n;
}
#
# left and right are const ints
#
foldc(n: ref Node): ref Node
{
v: big;
rv, nb: int;
left := n.left;
right := n.right;
case n.op{
Oadd =>
v = left.c.val + right.c.val;
Osub =>
v = left.c.val - right.c.val;
Omul =>
v = left.c.val * right.c.val;
Odiv =>
if(right.c.val == big 0){
nerror(n, "divide by 0 in constant expression");
return n;
}
v = left.c.val / right.c.val;
Omod =>
if(right.c.val == big 0){
nerror(n, "mod by 0 in constant expression");
return n;
}
v = left.c.val % right.c.val;
Oexp =>
if(left.c.val == big 0 && right.c.val < big 0){
nerror(n, "0 to negative power in constant expression");
return n;
}
v = ipow(left.c.val, int right.c.val);
Oand =>
v = left.c.val & right.c.val;
Oor =>
v = left.c.val | right.c.val;
Oxor =>
v = left.c.val ^ right.c.val;
Olsh =>
v = left.c.val;
rv = int right.c.val;
if(rv < 0 || rv >= n.ty.size * 8){
nwarn(n, "shift amount "+string rv+" out of range");
rv = 0;
}
if(rv == 0)
break;
v <<= rv;
Orsh =>
v = left.c.val;
rv = int right.c.val;
nb = n.ty.size * 8;
if(rv < 0 || rv >= nb){
nwarn(n, "shift amount "+string rv+" out of range");
rv = 0;
}
if(rv == 0)
break;
v >>= rv;
Oneg =>
v = -left.c.val;
Ocomp =>
v = ~left.c.val;
Oeq =>
v = big(left.c.val == right.c.val);
Oneq =>
v = big(left.c.val != right.c.val);
Ogt =>
v = big(left.c.val > right.c.val);
Ogeq =>
v = big(left.c.val >= right.c.val);
Olt =>
v = big(left.c.val < right.c.val);
Oleq =>
v = big(left.c.val <= right.c.val);
Oandand =>
v = big(int left.c.val && int right.c.val);
Ooror =>
v = big(int left.c.val || int right.c.val);
Onot =>
v = big(left.c.val == big 0);
* =>
return n;
}
if(n.ty == tint)
v = big int v;
else if(n.ty == tbyte)
v = big byte v;
n.left = nil;
n.right = nil;
n.decl = nil;
n.op = Oconst;
n.c = ref Const(v, 0.);
return n;
}
#
# left and right are const reals
#
foldr(n: ref Node): ref Node
{
rv := 0.;
v := big 0;
left := n.left;
right := n.right;
case n.op{
Ocast =>
return n;
Oadd =>
rv = left.c.rval + right.c.rval;
Osub =>
rv = left.c.rval - right.c.rval;
Omul =>
rv = left.c.rval * right.c.rval;
Odiv =>
rv = left.c.rval / right.c.rval;
Oexp =>
rv = rpow(left.c.rval, int right.c.val);
Oneg =>
rv = -left.c.rval;
Oinv =>
if(left.c.rval == 0.0){
error(n.src.start, "divide by 0 in fixed point type");
return n;
}
rv = 1.0/left.c.rval;
Oeq =>
v = big(left.c.rval == right.c.rval);
Oneq =>
v = big(left.c.rval != right.c.rval);
Ogt =>
v = big(left.c.rval > right.c.rval);
Ogeq =>
v = big(left.c.rval >= right.c.rval);
Olt =>
v = big(left.c.rval < right.c.rval);
Oleq =>
v = big(left.c.rval <= right.c.rval);
* =>
return n;
}
n.left = nil;
n.right = nil;
n.op = Oconst;
if(isnan(rv))
rv = canonnan;
n.c = ref Const(v, rv);
return n;
}
varinit(d: ref Decl, e: ref Node): ref Node
{
n := mkdeclname(e.src, d);
if(d.next == nil)
return mkbin(Oas, n, e);
return mkbin(Oas, n, varinit(d.next, e));
}
#
# given: an Oseq list with left == next or the last child
# make a list with the right == next
# ie: Oseq(Oseq(a, b),c) ==> Oseq(a, Oseq(b, Oseq(c, nil))))
#
rotater(e: ref Node): ref Node
{
if(e == nil)
return e;
if(e.op != Oseq)
return mkunary(Oseq, e);
e.right = mkunary(Oseq, e.right);
while(e.left.op == Oseq){
left := e.left;
e.left = left.right;
left.right = e;
e = left;
}
return e;
}
#
# reverse the case labels list
#
caselist(s, nr: ref Node): ref Node
{
r := s.right;
s.right = nr;
if(r == nil)
return s;
return caselist(r, s);
}
#
# e is a seq of expressions; make into cons's to build a list
#
etolist(e: ref Node): ref Node
{
if(e == nil)
return nil;
n := mknil(e.src);
n.src.start = n.src.stop;
if(e.op != Oseq)
return mkbin(Ocons, e, n);
e.right = mkbin(Ocons, e.right, n);
while(e.left.op == Oseq){
e.op = Ocons;
left := e.left;
e.left = left.right;
left.right = e;
e = left;
}
e.op = Ocons;
return e;
}
dupn(resrc: int, src: Src, n: ref Node): ref Node
{
nn := ref *n;
if(resrc)
nn.src = src;
if(nn.left != nil)
nn.left = dupn(resrc, src, nn.left);
if(nn.right != nil)
nn.right = dupn(resrc, src, nn.right);
return nn;
}
mkn(op: int, left, right: ref Node): ref Node
{
n := ref Node;
n.op = op;
n.flags = byte 0;
n.left = left;
n.right = right;
return n;
}
mkunary(op: int, left: ref Node): ref Node
{
n := ref Node;
n.src = left.src;
n.op = op;
n.flags = byte 0;
n.left = left;
return n;
}
mkbin(op: int, left, right: ref Node): ref Node
{
n := ref Node;
n.src.start = left.src.start;
n.src.stop = right.src.stop;
n.op = op;
n.flags = byte 0;
n.left = left;
n.right = right;
return n;
}
mkdeclname(src: Src, d: ref Decl): ref Node
{
n := ref Node;
n.src = src;
n.op = Oname;
n.flags = byte 0;
n.decl = d;
n.ty = d.ty;
d.refs++;
return n;
}
mknil(src: Src): ref Node
{
return mkdeclname(src, nildecl);
}
mkname(src: Src, s: ref Sym): ref Node
{
n := ref Node;
n.src = src;
n.op = Oname;
n.flags = byte 0;
if(s.unbound == nil){
s.unbound = mkdecl(src, Dunbound, nil);
s.unbound.sym = s;
}
n.decl = s.unbound;
return n;
}
mkconst(src: Src, v: big): ref Node
{
n := ref Node;
n.src = src;
n.op = Oconst;
n.flags = byte 0;
n.ty = tint;
n.c = ref Const(v, 0.);
return n;
}
mkrconst(src: Src, v: real): ref Node
{
n := ref Node;
n.src = src;
n.op = Oconst;
n.flags = byte 0;
n.ty = treal;
n.c = ref Const(big 0, v);
return n;
}
mksconst(src: Src, s: ref Sym): ref Node
{
n := ref Node;
n.src = src;
n.op = Oconst;
n.flags = byte 0;
n.ty = tstring;
n.decl = mkdecl(src, Dconst, tstring);
n.decl.sym = s;
return n;
}
opconv(op: int): string
{
if(op < 0 || op > Oend)
return "op "+string op;
return opname[op];
}
etconv(n: ref Node): string
{
s := expconv(n);
if(n.ty == tany || n.ty == tnone || n.ty == terror)
return s;
s += " of type ";
s += typeconv(n.ty);
return s;
}
expconv(n: ref Node): string
{
return "'" + subexpconv(n) + "'";
}
subexpconv(n: ref Node): string
{
if(n == nil)
return "";
s := "";
if(int n.flags & PARENS)
s[len s] = '(';
case n.op{
Obreak or
Ocont =>
s += opname[n.op];
if(n.decl != nil)
s += " "+n.decl.sym.name;
Oexit or
Owild =>
s += opname[n.op];
Onothing =>
;
Oadr or
Oused =>
s += subexpconv(n.left);
Oseq =>
s += eprintlist(n, ", ");
Oname =>
if(n.decl == nil)
s += "<nil>";
else
s += n.decl.sym.name;
Oconst =>
if(n.ty.kind == Tstring){
s += stringpr(n.decl.sym);
break;
}
if(n.decl != nil && n.decl.sym != nil){
s += n.decl.sym.name;
break;
}
case n.ty.kind{
Tbig or
Tint or
Tbyte =>
s += string n.c.val;
Treal =>
s += string n.c.rval;
Tfix =>
s += string n.c.val + "(" + string n.ty.val.c.rval + ")";
* =>
s += opname[n.op];
}
Ocast =>
s += typeconv(n.ty);
s[len s] = ' ';
s += subexpconv(n.left);
Otuple =>
if(n.ty != nil && n.ty.kind == Tadt)
s += n.ty.decl.sym.name;
s[len s] = '(';
s += eprintlist(n.left, ", ");
s[len s] = ')';
Ochan =>
if(n.left != nil){
s += "chan [";
s += subexpconv(n.left);
s += "] of ";
s += typeconv(n.ty.tof);
}
else
s += "chan of "+typeconv(n.ty.tof);
Oarray =>
s += "array [";
if(n.left != nil)
s += subexpconv(n.left);
s += "] of ";
if(n.right != nil){
s += "{";
s += eprintlist(n.right, ", ");
s += "}";
}else{
s += typeconv(n.ty.tof);
}
Oelem or
Olabel =>
if(n.left != nil){
s += eprintlist(n.left, " or ");
s += " =>";
}
s += subexpconv(n.right);
Orange =>
s += subexpconv(n.left);
s += " to ";
s += subexpconv(n.right);
Ospawn =>
s += "spawn ";
s += subexpconv(n.left);
Oraise =>
s += "raise ";
s += subexpconv(n.left);
Ocall =>
s += subexpconv(n.left);
s += "(";
s += eprintlist(n.right, ", ");
s += ")";
Oinc or
Odec =>
s += subexpconv(n.left);
s += opname[n.op];
Oindex or
Oindx or
Oinds =>
s += subexpconv(n.left);
s += "[";
s += subexpconv(n.right);
s += "]";
Oslice =>
s += subexpconv(n.left);
s += "[";
s += subexpconv(n.right.left);
s += ":";
s += subexpconv(n.right.right);
s += "]";
Oload =>
s += "load ";
s += typeconv(n.ty);
s += " ";
s += subexpconv(n.left);
Oref or
Olen or
Ohd or
Otl or
Otagof =>
s += opname[n.op];
s[len s] = ' ';
s += subexpconv(n.left);
* =>
if(n.right == nil){
s += opname[n.op];
s += subexpconv(n.left);
}else{
s += subexpconv(n.left);
s += opname[n.op];
s += subexpconv(n.right);
}
}
if(int n.flags & PARENS)
s[len s] = ')';
return s;
}
eprintlist(elist: ref Node, sep: string): string
{
if(elist == nil)
return "";
s := "";
for(; elist.right != nil; elist = elist.right){
if(elist.op == Onothing)
continue;
if(elist.left.op == Ofnptr)
return s;
s += subexpconv(elist.left);
if(elist.right.left.op != Ofnptr)
s += sep;
}
s += subexpconv(elist.left);
return s;
}
nodeconv(n: ref Node): string
{
return nprint(n, 0);
}
nprint(n: ref Node, indent: int): string
{
if(n == nil)
return "";
s := "\n";
for(i := 0; i < indent; i++)
s[len s] = ' ';
case n.op{
Oname =>
if(n.decl == nil)
s += "<nil>";
else
s += n.decl.sym.name;
Oconst =>
if(n.decl != nil && n.decl.sym != nil)
s += n.decl.sym.name;
else
s += opconv(n.op);
if(n.ty == tint || n.ty == tbyte || n.ty == tbig)
s += " (" + string n.c.val + ")";
* =>
s += opconv(n.op);
}
s += " " + typeconv(n.ty) + " " + string n.addable + " " + string n.temps;
indent += 2;
s += nprint(n.left, indent);
s += nprint(n.right, indent);
return s;
}