diff mbox series

[v6,bpf-next,06/17] bpf: add special smin32/smax32 derivation from 64-bit bounds

Message ID 20231102033759.2541186-7-andrii@kernel.org (mailing list archive)
State Accepted
Commit 6533e0acff58b9f141c0c7dc93114535ac5a3985
Delegated to: BPF
Headers show
Series BPF register bounds logic and testing improvements | expand

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netdev/header_inline success No static functions without inline keyword in header files
netdev/build_32bit success Errors and warnings before: 1356 this patch: 1356
netdev/cc_maintainers warning 8 maintainers not CCed: jolsa@kernel.org sdf@google.com john.fastabend@gmail.com kpsingh@kernel.org song@kernel.org yonghong.song@linux.dev haoluo@google.com martin.lau@linux.dev
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Commit Message

Andrii Nakryiko Nov. 2, 2023, 3:37 a.m. UTC
Add a special case where we can derive valid s32 bounds from umin/umax
or smin/smax by stitching together negative s32 subrange and
non-negative s32 subrange. That requires upper 32 bits to form a [N, N+1]
range in u32 domain (taking into account wrap around, so 0xffffffff
to 0x00000000 is a valid [N, N+1] range in this sense). See code comment
for concrete examples.

Eduard Zingerman also provided an alternative explanation ([0]) for more
mathematically inclined readers:

Suppose:
. there are numbers a, b, c
. 2**31 <= b < 2**32
. 0 <= c < 2**31
. umin = 2**32 * a + b
. umax = 2**32 * (a + 1) + c

The number of values in the range represented by [umin; umax] is:
. N = umax - umin + 1 = 2**32 + c - b + 1
. min(N) = 2**32 + 0 - (2**32-1) + 1 = 2, with b = 2**32-1, c = 0
. max(N) = 2**32 + (2**31 - 1) - 2**31 + 1 = 2**32, with b = 2**31, c = 2**31-1

Hence [(s32)b; (s32)c] forms a valid range.

  [0] https://lore.kernel.org/bpf/d7af631802f0cfae20df77fe70068702d24bbd31.camel@gmail.com/

Acked-by: Eduard Zingerman <eddyz87@gmail.com>
Acked-by: Shung-Hsi Yu <shung-hsi.yu@suse.com>
Signed-off-by: Andrii Nakryiko <andrii@kernel.org>
---
 kernel/bpf/verifier.c | 23 +++++++++++++++++++++++
 1 file changed, 23 insertions(+)
diff mbox series

Patch

diff --git a/kernel/bpf/verifier.c b/kernel/bpf/verifier.c
index e48a6180627b..08888784cbc8 100644
--- a/kernel/bpf/verifier.c
+++ b/kernel/bpf/verifier.c
@@ -2369,6 +2369,29 @@  static void __reg32_deduce_bounds(struct bpf_reg_state *reg)
 			reg->s32_max_value = min_t(s32, reg->s32_max_value, (s32)reg->smax_value);
 		}
 	}
+	/* Special case where upper bits form a small sequence of two
+	 * sequential numbers (in 32-bit unsigned space, so 0xffffffff to
+	 * 0x00000000 is also valid), while lower bits form a proper s32 range
+	 * going from negative numbers to positive numbers. E.g., let's say we
+	 * have s64 range [-1, 1] ([0xffffffffffffffff, 0x0000000000000001]).
+	 * Possible s64 values are {-1, 0, 1} ({0xffffffffffffffff,
+	 * 0x0000000000000000, 0x00000000000001}). Ignoring upper 32 bits,
+	 * we still get a valid s32 range [-1, 1] ([0xffffffff, 0x00000001]).
+	 * Note that it doesn't have to be 0xffffffff going to 0x00000000 in
+	 * upper 32 bits. As a random example, s64 range
+	 * [0xfffffff0fffffff0; 0xfffffff100000010], forms a valid s32 range
+	 * [-16, 16] ([0xfffffff0; 0x00000010]) in its 32 bit subregister.
+	 */
+	if ((u32)(reg->umin_value >> 32) + 1 == (u32)(reg->umax_value >> 32) &&
+	    (s32)reg->umin_value < 0 && (s32)reg->umax_value >= 0) {
+		reg->s32_min_value = max_t(s32, reg->s32_min_value, (s32)reg->umin_value);
+		reg->s32_max_value = min_t(s32, reg->s32_max_value, (s32)reg->umax_value);
+	}
+	if ((u32)(reg->smin_value >> 32) + 1 == (u32)(reg->smax_value >> 32) &&
+	    (s32)reg->smin_value < 0 && (s32)reg->smax_value >= 0) {
+		reg->s32_min_value = max_t(s32, reg->s32_min_value, (s32)reg->smin_value);
+		reg->s32_max_value = min_t(s32, reg->s32_max_value, (s32)reg->smax_value);
+	}
 	/* if u32 range forms a valid s32 range (due to matching sign bit),
 	 * try to learn from that
 	 */