X-Git-Url: https://git.ralfj.de/web.git/blobdiff_plain/12f0b5226385ed0cacfc846269ddc337f34f5329..585773f1d319fb392ddd904d3fbd9cf89832536c:/personal/_posts/2020-12-14-provenance.md

diff --git a/personal/_posts/2020-12-14-provenance.md b/personal/_posts/2020-12-14-provenance.md
index 2f8c23c..bb2faed 100644
--- a/personal/_posts/2020-12-14-provenance.md
+++ b/personal/_posts/2020-12-14-provenance.md
@@ -106,15 +106,14 @@ The sequence of examples is taken from [this talk](https://sf.snu.ac.kr/llvmtwin
 Here is the source program:
 {% highlight c %}
 char p[1], q[1] = {0};
-int ip = (int)(p+1);
-int iq = (int)q;
+uintptr_t ip = (uintptr_t)(p+1);
+uintptr_t iq = (uintptr_t)q;
 if (iq == ip) {
   *(char*)iq = 10;
   print(q[0]);
 }
 {% endhighlight %}
 I am using C syntax here just as a convenient way to write programs in LLVM IR.
-For simplicity, we assume that `int` has the right size to hold a pointer value; just imagine we used `uintptr_t` if you want to be more general.
 
 This program has two possible behaviors: either `ip` (the address one-past-the-end of `p`) and `iq` (the address of `q`) are different, and nothing is printed.
 Or the two are equal, in which case the program will print "10" (`iq` is the result of casting `q` to an integer, so casting it back will yield the original pointer, or at least a pointer pointing to the same object / location in memory).
@@ -123,10 +122,10 @@ The first "optimization" we will perform is to exploit that if we enter the `if`
 Subsequently the definition of `ip` is inlined:
 {% highlight c %}
 char p[1], q[1] = {0};
-int ip = (int)(p+1);
-int iq = (int)q;
+uintptr_t ip = (uintptr_t)(p+1);
+uintptr_t iq = (uintptr_t)q;
 if (iq == ip) {
-  *(char*)(int)(p+1) = 10; // <- This line changed
+  *(char*)(uintptr_t)(p+1) = 10; // <- This line changed
   print(q[0]);
 }
 {% endhighlight %}
@@ -134,8 +133,8 @@ if (iq == ip) {
 The second optimization notices that we are taking a pointer `p+1`, casting it to an integer, and casting it back, so we can remove the cast roundtrip:
 {% highlight c %}
 char p[1], q[1] = {0};
-int ip = (int)(p+1);
-int iq = (int)q;
+uintptr_t ip = (uintptr_t)(p+1);
+uintptr_t iq = (uintptr_t)q;
 if (iq == ip) {
   *(p+1) = 10; // <- This line changed
   print(q[0]);
@@ -145,8 +144,8 @@ if (iq == ip) {
 The final optimization notices that `q` is never written to, so we can replace `q[0]` by its initial value `0`:
 {% highlight c %}
 char p[1], q[1] = {0};
-int ip = (int)(p+1);
-int iq = (int)q;
+uintptr_t ip = (uintptr_t)(p+1);
+uintptr_t iq = (uintptr_t)q;
 if (iq == ip) {
   *(p+1) = 10;
   print(0); // <- This line changed
@@ -185,10 +184,10 @@ In a flat memory model where pointers are just integers (such as most assembly l
 
 Now that we know that provenance exists in pointers, we have to also consider what happens to provenance when a pointer gets cast to an integer and back.
 The second optimization gives us a clue into this aspect of LLVM IR semantics: casting a pointer to an integer and back is optimized away, which means that *integers have provenance*.
-To see why, consider the two expressions `(char*)(int)(p+1)` and `(char*)(int)q`:
+To see why, consider the two expressions `(char*)(uintptr_t)(p+1)` and `(char*)(uintptr_t)q`:
 if the optimization of removing pointer-integer-pointer roundtrips is correct, the first operation will output `p+1` and the second will output `q`, which we just established are two different pointers (they differ in their provenance).
 The only way to explain this is to say that the input to the `(char*)` cast is different, since the program state is otherwise identical in both cases.
-But we know that the integer values computed by `(int)(p+1)` and `(int)q` (i.e., the bit pattern of length 32 that serve as input to the `(char*)` casts) are the same, and hence a difference can only arise if these integers consist of more than just this bit pattern---just like pointers, integers have provenance.
+But we know that the integer values computed by `(uintptr_t)(p+1)` and `(uintptr_t)q` (i.e., the bit pattern as stored in some CPU register) are the same, and hence a difference can only arise if these integers consist of more than just this bit pattern---just like pointers, integers have provenance.
 
 Finally, let us consider the first optimization.
 Here, a successful equality test `iq == ip` prompts the optimizer to replace one value by the other.