[PATCH bpf-next v2 5/9] bpf, verifier: improve signed ranges inference for BPF_AND

Shung-Hsi Yu shung-hsi.yu at suse.com
Tue Jul 23 06:36:18 UTC 2024


On Mon, Jul 22, 2024 at 05:48:22PM GMT, Alexei Starovoitov wrote:
> On Mon, Jul 22, 2024 at 11:48 AM Eduard Zingerman <eddyz87 at gmail.com> wrote:
> > On Mon, 2024-07-22 at 20:57 +0800, Shung-Hsi Yu wrote:
> >
> > [...]
> >
> > > > As a nitpick, I think that it would be good to have some shortened
> > > > version of the derivation in the comments alongside the code.
> > >
> > > Agree it would. Will try to add a 2-4 sentence explanation.
> > >
> > > > (Maybe with a link to the mailing list).
> > >
> > > Adding a link to the mailing list seems out of the usual for comment in
> > > verifier.c though, and it would be quite long. That said, it would be
> > > nice to hint that there exists a more verbose version of the
> > > explanation.
> > >
> > > Maybe an explicit "see commit for the full detail" at the end of
> > > the added comment?
> >
> > Tbh, I find bounds deduction code extremely confusing.
> > Imho, having lengthy comments there is a good thing.
> 
> +1
> Pls document the logic in the code.
> commit log is good, but good chunk of it probably should be copied
> as a comment.
> 
> I've applied the rest of the patches and removed 'test 3' selftest.
> Pls respin this patch and a test.
> More than one test would be nice too.

Ack. Will send send another series that:

1. update current patch
  - add code comment explanation how signed ranges are deduced in
    scalar*_min_max_and()
  - revert 229d6db14942 "selftests/bpf: Workaround strict bpf_lsm return
    value check."
2. reintroduce Xu Kuohai's "test 3" into verifier_lsm.c
3. add a few tests for BPF_AND's signed range deduction
   - should it be added to verifier_bounds*.c or verifier_and.c?

     I think former, because if we later add signed range deduction for
     BPF_OR as well, then test for signed range deducation of both
     BPF_AND and BPF_OR can live in the same file, which would be nice
     as signed range deduction of the two are somewhat symmetric



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