From: Matt Bobrowski <mattbobrowski@google.com>
To: Yonghong Song <yonghong.song@linux.dev>
Cc: Alan Maguire <alan.maguire@oracle.com>,
Arnaldo Carvalho de Melo <arnaldo.melo@gmail.com>,
dwarves@vger.kernel.org, bpf@vger.kernel.org,
Alexei Starovoitov <ast@kernel.org>,
Daniel Borkmann <daniel@iogearbox.net>,
Andrii Nakryiko <andrii@kernel.org>,
Martin KaFai Lau <martin.lau@linux.dev>,
Eduard Zingerman <eddyz87@gmail.com>, Song Liu <song@kernel.org>,
KP Singh <kpsingh@kernel.org>,
Stanislav Fomichev <sdf@fomichev.me>,
John Fastabend <john.fastabend@gmail.com>,
Jiri Olsa <jolsa@kernel.org>
Subject: Re: [PATCH dwarves] btf_encoder: prefer strong function definitions for BTF generation
Date: Mon, 5 Jan 2026 08:27:11 +0000 [thread overview]
Message-ID: <aVt139VXMTka-hYw@google.com> (raw)
In-Reply-To: <926aca4a-d7d5-4e7d-9096-77b27374c5cd@linux.dev>
On Fri, Jan 02, 2026 at 10:46:00AM -0800, Yonghong Song wrote:
>
>
> On 12/31/25 12:53 AM, Matt Bobrowski wrote:
> > Currently, when a function has both a weak and a strong definition
> > across different compilation units (CUs), the BTF encoder arbitrarily
> > selects one to generate the BTF entry. This selection fundamentally is
> > dependent on the order in which pahole processes the CUs.
> >
> > This indifference often leads to a mismatch where the generated BTF
> > reflects the weak definition's prototype, even though the linker
> > selected the strong definition for the final vmlinux binary.
> >
> > A notable example described in [0] involving function
> > bpf_lsm_mmap_file(). Both weak and strong definitions exist,
> > distinguished only by parameter names (e.g., file vs
> > file__nullable). While the strong definition is linked into the
> > vmlinux object, the generated BTF contained the prototype for the weak
> > definition. This causes issues for BPF verifier (e.g., __nullable
> > annotation semantics), or tools relying on accurate type information.
> >
> > To fix this, ensure the BTF encoder selects the function definition
> > corresponding to the actual code linked into the binary. This is
> > achieved by comparing the DWARF function address (DW_AT_low_pc) with
> > the ELF symbol address (st_value). Only the DWARF entry for the strong
> > definition will match the final resolved ELF symbol address.
> >
> > [0] https://lore.kernel.org/all/aVJY9H-e83T7ivT4@google.com/
> >
> > Link: https://lore.kernel.org/all/aVJY9H-e83T7ivT4@google.com/
> > Signed-off-by: Matt Bobrowski <mattbobrowski@google.com>
>
> LGTM with some nits below.
Thanks for the review.
> Acked-by: Yonghong Song <yonghong.song@linux.dev>
>
> > ---
> > btf_encoder.c | 36 ++++++++++++++++++++++++++++++++++++
> > 1 file changed, 36 insertions(+)
> >
> > diff --git a/btf_encoder.c b/btf_encoder.c
> > index b37ee7f..0462094 100644
> > --- a/btf_encoder.c
> > +++ b/btf_encoder.c
> > @@ -79,6 +79,7 @@ struct btf_encoder_func_annot {
> > /* state used to do later encoding of saved functions */
> > struct btf_encoder_func_state {
> > + uint64_t addr;
> > struct elf_function *elf;
> > uint32_t type_id_off;
> > uint16_t nr_parms;
> > @@ -1258,6 +1259,7 @@ static int32_t btf_encoder__save_func(struct btf_encoder *encoder, struct functi
> > if (!state)
> > return -ENOMEM;
> > + state->addr = function__addr(fn);
> > state->elf = func;
> > state->nr_parms = ftype->nr_parms + (ftype->unspec_parms ? 1 : 0);
> > state->ret_type_id = ftype->tag.type == 0 ? 0 : encoder->type_id_off + ftype->tag.type;
> > @@ -1477,6 +1479,29 @@ static void btf_encoder__delete_saved_funcs(struct btf_encoder *encoder)
> > encoder->func_states.cap = 0;
> > }
> > +static struct btf_encoder_func_state *btf_encoder__select_canonical_state(struct btf_encoder_func_state *combined_states,
> > + int combined_cnt)
> > +{
> > + int i, j;
> > +
> > + /*
> > + * The same elf_function is shared amongst combined functions,
> > + * as per saved_functions_combine().
> > + */
> > + struct elf_function *elf = combined_states[0].elf;
>
> The logic is okay. But can we limit elf->sym_cnt to be 1 here?
> This will match the case where two functions (weak and strong)
> co-exist in compiler and eventually only strong/global function
> will survive.
In fact, checking again I believe that the loop is redundant because
elf_function__has_ambiguous_address() ensures that if we reach this
point, all symbols for the function share the same address. Therefore,
checking the first symbol (elf->syms[0]) should be sufficient and
equivalent to checking all of them.
Will send through a v2 with this amendment.
> > +
> > + for (i = 0; i < combined_cnt; i++) {
> > + struct btf_encoder_func_state *state = &combined_states[i];
> > +
> > + for (j = 0; j < elf->sym_cnt; j++) {
> > + if (state->addr == elf->syms[j].addr)
> > + return state;
> > + }
> > + }
> > +
> > + return &combined_states[0];
> > +}
> > +
> > static int btf_encoder__add_saved_funcs(struct btf_encoder *encoder, bool skip_encoding_inconsistent_proto)
> > {
> > struct btf_encoder_func_state *saved_fns = encoder->func_states.array;
> > @@ -1517,6 +1542,17 @@ static int btf_encoder__add_saved_funcs(struct btf_encoder *encoder, bool skip_e
> > 0, 0);
> > if (add_to_btf) {
> > + /*
> > + * We're to add the current function within
> > + * BTF. Although, from all functions that have
> > + * possibly been combined via
> > + * saved_functions_combine(), ensure to only
> > + * select and emit BTF for the most canonical
> > + * function definition.
> > + */
> > + if (j - i > 1)
> > + state = btf_encoder__select_canonical_state(state, j - i);
> > +
> > if (is_kfunc_state(state))
> > err = btf_encoder__add_bpf_kfunc(encoder, state);
> > else
>
next prev parent reply other threads:[~2026-01-05 8:27 UTC|newest]
Thread overview: 10+ messages / expand[flat|nested] mbox.gz Atom feed top
2025-12-31 8:53 [PATCH dwarves] btf_encoder: prefer strong function definitions for BTF generation Matt Bobrowski
2026-01-02 18:46 ` Yonghong Song
2026-01-05 8:27 ` Matt Bobrowski [this message]
2026-01-05 11:47 ` Matt Bobrowski
2026-01-05 16:23 ` Yonghong Song
2026-01-05 20:43 ` Matt Bobrowski
2026-01-07 15:50 ` Alan Maguire
2026-01-07 18:55 ` Matt Bobrowski
2026-01-08 18:18 ` Alan Maguire
2026-01-09 8:27 ` Matt Bobrowski
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