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authorMelissa Wen <mwen@igalia.com>2026-06-23 17:59:01 +0200
committerAlex Deucher <alexander.deucher@amd.com>2026-07-01 11:22:05 -0400
commita71d2b051f334d1f36ba113bcd8dab69fbb37212 (patch)
tree93a65a842e0d9ee21fe36493897e63ceb1699094
parent619e5b7e453a7f7416474250a92d19d704feb552 (diff)
downloadlinux-next-a71d2b051f334d1f36ba113bcd8dab69fbb37212.tar.gz
linux-next-a71d2b051f334d1f36ba113bcd8dab69fbb37212.zip
drm/amd/display: use halving distribution for PQ/sRGB linearizing LUT
When linearizing, the input is an encoded signal bounded to [0,1] and PQ/sRGB EOTFs are steepest near 1, requiring more precision near the bright end. Take the 8-bit sRGB case as a reference: 256 possible inputs and 256 HW LUT points line up, so the LUT acts as plain indexing. Float representations don't land perfectly, but LERP-ing between two HW entries, when input is within a small epsilon of one of them, doesn't materially change the result. Replace the uniform 12-region distribution (16 points each, 192 total, range [2^-12, 1]) with a 9-region halving distribution for the PQ/sRGB pre-defined EOTF: 128 points in the top region [0.5, 1], 64 in the next, 32 in the next, and so on, down to 1 point in each of the two darkest regions. Total samples grow from 192 to 256, with uniform 1/256 spacing across [0, 1]. The dark tail below 2^-9 is no longer sampled separately, which is acceptable for PQ/sRGB. Suggested-by: Krunoslav Kovac <Krunoslav.Kovac@amd.com> Tested-by: Matthew Schwartz <matthew.schwartz@linux.dev> Reviewed-by: Harry Wentland <harry.wentland@amd.com> Signed-off-by: Melissa Wen <mwen@igalia.com> Signed-off-by: Alex Deucher <alexander.deucher@amd.com>
-rw-r--r--drivers/gpu/drm/amd/display/dc/dcn30/dcn30_cm_common.c33
1 files changed, 24 insertions, 9 deletions
diff --git a/drivers/gpu/drm/amd/display/dc/dcn30/dcn30_cm_common.c b/drivers/gpu/drm/amd/display/dc/dcn30/dcn30_cm_common.c
index 70b7bc3494a2..66fe7f313ea3 100644
--- a/drivers/gpu/drm/amd/display/dc/dcn30/dcn30_cm_common.c
+++ b/drivers/gpu/drm/amd/display/dc/dcn30/dcn30_cm_common.c
@@ -303,8 +303,6 @@ bool cm3_helper_translate_curve_to_hw_format(struct dc_context *ctx,
return true;
}
-#define NUM_DEGAMMA_REGIONS 12
-
/* Linear interpolation of tf_pts entries, where (i >> 4) is the integer tf_pts
* index, (i & 0xf) is the 1/16 sub-position.
*/
@@ -345,17 +343,34 @@ bool cm3_helper_translate_curve_to_degamma_hw_format(
memset(lut_params, 0, sizeof(struct pwl_params));
memset(seg_distr, 0, sizeof(seg_distr));
- region_start = -NUM_DEGAMMA_REGIONS;
- region_end = 0;
+ if (output_tf->tf == TRANSFER_FUNCTION_PQ ||
+ output_tf->tf == TRANSFER_FUNCTION_SRGB) {
+ /* 9 segments
+ * segments are from 2^-9 to 0
+ */
+ const uint8_t SEG_COUNT = 9;
+ seg_distr[0] = 0; // Since we only have one point in darkest region
+ for (k = 1; k < SEG_COUNT; k++)
+ seg_distr[k] = k - 1; // 2^(k-1) points per region; halves as k decreases
+
+ region_start = -SEG_COUNT;
+ region_end = 0;
+ } else {
+ /* 12 segments
+ * segments are from 2^-12 to 2^0
+ * There are less than 256 points, for optimization
+ */
+ const uint8_t SEG_COUNT = 12;
+
+ for (i = 0; i < SEG_COUNT; i++)
+ seg_distr[i] = 4;
+ region_start = -SEG_COUNT;
+ region_end = 0;
+ }
for (i = region_end - region_start; i < MAX_REGIONS_NUMBER ; i++)
seg_distr[i] = -1;
- /* 12 segments
- * segments are from 2^-12 to 0
- */
- for (i = 0; i < NUM_DEGAMMA_REGIONS ; i++)
- seg_distr[i] = 4;
for (k = 0; k < MAX_REGIONS_NUMBER; k++) {
if (seg_distr[k] != -1)