Add tail call optimizer to C/JS code

This commit is contained in:
Justine Tunney 2021-12-22 21:09:34 -08:00
parent 1b0a03013b
commit 43abc6e396

120
lisp.js
View file

@ -163,33 +163,21 @@ function Gc(A, x) {
return cx = A, x;
}
function Evcon(c, a) {
if (c >= 0) Throw(kCond);
if (Eval(Car(Car(c)), a)) {
return Eval(Car(Cdr(Car(c))), a);
} else {
return Evcon(Cdr(c), a);
}
}
function Peel(x, a) {
return a && x == Car(Car(a)) ? Cdr(a) : a;
}
function Copy(x, m, k) {
return x < m ? Cons(Copy(Car(x), m, k),
Copy(Cdr(x), m, k)) + k : x;
}
function Evlis(m, a) {
return m ? Cons(Eval(Car(m), a),
Evlis(Cdr(m), a)) : m;
}
function Pairlis(x, y, a) {
return x ? Cons(Cons(Car(x), Car(y)),
Pairlis(Cdr(x), Cdr(y),
Peel(Car(x), a))) : a;
var r, y, z;
if (x >= m) return x;
r = (y = Cons(Copy(Car(x), m, k), 0)) + k;
for (;;) {
if ((x = Cdr(x)) < m) {
z = Cons(Copy(Car(x), m, k), 0);
Set(y + 1, z + k);
y = z;
} else {
Set(y + 1, x);
break;
}
}
return r;
}
function Assoc(x, y) {
@ -197,40 +185,70 @@ function Assoc(x, y) {
return x == Car(Car(y)) ? Cdr(Car(y)) : Assoc(x, Cdr(y));
}
function Apply(f, x, a) {
if (f < 0) return Eval(Car(Cdr(Cdr(f))), Pairlis(Car(Cdr(f)), x, a));
if (f == kCons) return Cons(Car(x), Car(Cdr(x)));
if (f == kEq) return Car(x) == Car(Cdr(x));
if (f == kAtom) return Car(x) >= 0;
if (f == kCar) return Car(Car(x));
if (f == kCdr) return Cdr(Car(x));
return funcall(cx, f, Assoc(f, a), x, a);
function Evcon(t, c, a) {
if (c >= 0) Throw(kCond);
if (Eval(Car(Car(c)), a)) {
return Apply(t, Car(Cdr(Car(c))), a);
} else {
return Evcon(t, Cdr(c), a);
}
}
function Bind(x, y, u, a) {
return x ? Cons(Cons(Car(x), Eval(Car(y), u)),
Bind(Cdr(x), Cdr(y), u, a)) : a;
}
function Apply(t, e, a) {
var f, x, b, p, u, l, A;
if (!e) return e;
if (e > 0) return t ? e : Assoc(e, a);
f = Car(e), x = Cdr(e);
if (f == kCond) return Evcon(t, x, a);
if (t) return e;
if (f == kQuote) return Car(x);
if (f == kCons) return Cons(Eval(Car(x), a), Eval(Car(Cdr(x)), a));
if (f == kEq) return Eval(Car(x), a) == Eval(Car(Cdr(x)), a);
if (f == kAtom) return Eval(Car(x), a) >= 0;
if (f == kCar) return Car(Eval(Car(x), a));
if (f == kCdr) return Cdr(Eval(Car(x), a));
t = f;
if (f > 0) f = Assoc(f, a);
p = Car(Cdr(f));
b = Car(Cdr(Cdr(f)));
for (A = cx, u = a;;) {
u = Bind(p, x, u, a);
x = funcall(t, b, u);
if (x < 0 && Car(x) == t) {
x = Gc(A, Cons(u, Cdr(x)));
u = Car(x);
x = Cdr(x);
} else {
return Gc(A, Eval(x, u));
}
}
}
function Eval(e, a) {
if (!e) return e;
if (e > 0) return Assoc(e, a);
if (Car(e) == kQuote) return Car(Cdr(e));
if (Car(e) == kCond) return Evcon(Cdr(e), a);
return Apply(Car(e), Evlis(Cdr(e), a), a);
return Apply(0, e, a);
}
function Funcall(A, f, l, x, a) {
return Gc(A, Apply(l, x, a));
function Funcall(t, e, a) {
return Apply(t, e, a);
}
function Funtrace(A, f, l, x, a) {
function Funtrace(t, e, a) {
var y;
Indent(depth);
Print(f);
Print(x);
Print(t);
Print(e);
PrintChar(Ord('\n'));
depth += 2;
y = Funcall(cx, f, l, x, a);
y = Funcall(t, e, a);
depth -= 2;
Indent(depth);
Print(f);
Print(x);
Print(t);
Print(e);
PrintChar(Ord(' '));
PrintChar(0x2192);
PrintChar(Ord(' '));
@ -240,9 +258,9 @@ function Funtrace(A, f, l, x, a) {
}
function Indent(i) {
if (i) {
printf("%010d ", -cx);
for (; i; --i) {
PrintChar(Ord(' '));
Indent(i - 1);
}
}
@ -397,7 +415,7 @@ main(argc, argv)
SaveAlist(a);
continue;
}
x = Eval(x, a);
x = Eval(x, a, 0);
} else {
x = ~x;
PrintChar('?');
@ -537,7 +555,7 @@ function Lisp() {
a = Define(Cdr(x), a);
continue;
}
x = Eval(x, a);
x = Eval(x, a, 0);
} catch (z) {
PrintChar(Ord('?'));
x = z;