On 2023-12-11 3:30 pm, Will Deacon wrote:
On Mon, Dec 11, 2023 at 03:01:27PM +0000, Robin Murphy wrote:
On 2023-12-11 1:27 pm, Will Deacon wrote:
On Wed, Nov 29, 2023 at 05:43:00PM +0000, Robin Murphy wrote:
Return the Root Complex/Named Component memory address size limit as an
inclusive limit value, rather than an exclusive size. This saves us
having to special-case 64-bit overflow, and simplifies our caller too.
Signed-off-by: Robin Murphy <robin.murphy@xxxxxxx>
---
drivers/acpi/arm64/dma.c | 9 +++------
drivers/acpi/arm64/iort.c | 18 ++++++++----------
include/linux/acpi_iort.h | 4 ++--
3 files changed, 13 insertions(+), 18 deletions(-)
[...]
diff --git a/drivers/acpi/arm64/iort.c b/drivers/acpi/arm64/iort.c
index 6496ff5a6ba2..eb64d8e17dd1 100644
--- a/drivers/acpi/arm64/iort.c
+++ b/drivers/acpi/arm64/iort.c
@@ -1367,7 +1367,7 @@ int iort_iommu_configure_id(struct device *dev, const u32 *input_id)
{ return -ENODEV; }
#endif
-static int nc_dma_get_range(struct device *dev, u64 *size)
+static int nc_dma_get_range(struct device *dev, u64 *limit)
{
struct acpi_iort_node *node;
struct acpi_iort_named_component *ncomp;
@@ -1384,13 +1384,12 @@ static int nc_dma_get_range(struct device *dev, u64 *size)
return -EINVAL;
}
- *size = ncomp->memory_address_limit >= 64 ? U64_MAX :
- 1ULL<<ncomp->memory_address_limit;
+ *limit = (1ULL << ncomp->memory_address_limit) - 1;
The old code handled 'ncomp->memory_address_limit >= 64' -- why is it safe
to drop that? You mention it in the cover letter, so clearly I'm missing
something!
Because an unsigned shift by 64 or more generates 0 (modulo 2^64), thus
subtracting 1 results in the correct all-bits-set value for an inclusive
64-bit limit.
Oh, I'd have thought you'd have gotten one of those "left shift count >=
width of type" warnings if you did that.
Compilers might give such a warning if it was a constant shift whose
size was visible at compile time, but even then only because compilers
seem to have a vendetta against us relying on the well-defined
behaviours of unsigned integer overflow (it's only *signed* shifts which
are UB if the result is unrepresentable).
Cheers,
Robin.
