Messages in this thread | | | Subject | Re: [regression] nf_iterate(), BUG: unable to handle kernel NULL pointer dereference | From | Matt Mackall <> | Date | Thu, 24 Jul 2008 12:47:19 -0500 |
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On Thu, 2008-07-24 at 22:37 +0800, Herbert Xu wrote: > On Thu, Jul 24, 2008 at 08:11:49AM -0500, Matt Mackall wrote: > > > > You don't honestly expect people to correctly code to such a standard, > > do you? People will assume that ksize never fails, they will be wrong, > > and computers will die. > > If we follow this argument then most of our interfaces would be > broken.
Let's try this again: did you know that ksize could fail depending on kernel configuration? Most of us would answer no. That suggests the API is bad. This ranks 12 on Rusty's spectrum of user-friendly APIs:
http://ozlabs.org/~rusty/ols-2003-keynote/img51.html
> > > You're taking > > > away an entire interface just because an underlying implementation > > > that's used by a very small proportion of users doesn't do the > > > right thing. > > > > Umm, no. There were very few users to being with, so it was actually a > > fairly large proportion. And that suggested the interface was a bad > > idea. > > Huh? I'm talking about users of the kernel. A very small proportion > of those use SLOB.
Ahh. I see what you're saying. You may be right about that, or you may be wrong: I don't know which of the millions of mass market embedded Linux devices out there are using it.
And of course I argue that SLOB did do the right thing, which was only allowing ksize on kmalloced objects. It's an accident of implementation that kmalloc and kmem_cache_alloc use the same underlying allocator. It has not been true at all points in the past, it's not true for some users in the present, and it may not be true for most users in the future. Thus, it's a bad idea to try to use ksize on something that wasn't kmalloced.
If you have an argument for reintroducing ksize based on an actual use case, let's please move on to (or back to) it so that we can have some substance to this discussion.
-- Mathematics is the supreme nostalgia of our time.
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