Gerrit Renker <[EMAIL PROTECTED]> wrote:
>
> | Prior to the patch, we have values x and y such that both
> | before(x, y) and before(y, x) are true. Now for those same
> | values both before(x, y) and before(y, x) are false.
> |
> | It's still as ambiguous as ever. Surely to resolve the
> | ambiguity we want to make before(x, y) = !before(y, x), no?
>
> Please let me restate:
> Ambiguity here means that for those numbers x,y such that (x + 2^31) % 2^32)
> = y
> before(x, y) = 1 and before(y, x) = 1. With the previous implementation, one
> could
> not tell the difference here: and there are 2^32 such cases where this occurs.
>
> With the implementation now, the output of before(x,y) is reliable: it
> returns true
> if (and only if) x is indeed `before' y.
Sorry but I don't think you've answered my question.
Let y = (x + 2^31) % 2^32, how is making
before(x, y) == before(y, x) == 0
any better than
before(x, y) == before(y, x) == 1
For an unambiguous before, we must have before(x, y) != before(y, x)
if x != y.
For a more concrete example, look at the code in tcp_ack:
/* If the ack is newer than sent or older than previous acks
* then we can probably ignore it.
*/
if (after(ack, tp->snd_nxt))
goto uninteresting_ack;
if (before(ack, prior_snd_una))
goto old_ack;
Here we have two checks that weed out cases that we do not wish to
process. When all data have been acknowledged, we have
snd_nxt == snd_una
At this point, we only want the value of ack == snd_nxt == snd_una
to pass this check. With your change, the value snd_nxt + 2^31 can
also pass this check, which may have security implications.
Granted I have not looked at other checks in the TCP path that may
prevent this code from being invoked in that case. However, this
does illustrate the need to audit every single before/after check
if they were ambiguous.
Cheers,
--
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Email: Herbert Xu ~{PmV>HI~} <[EMAIL PROTECTED]>
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