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Compatibility issue with read_region #51
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Hi @nickwww Thanks for reporting the issue and thanks for all the detail you've added to the bug report. Would you be interested in creating a pull request, that adds test cases that reproduce your issue? It'll be easier to reason about potential impact of the fix. Cheers, |
This adjusts the level downsamples to be identical to openslide's. Partially addresses #51.
Okay, so I think I've reached a conclusion here and will try to close this in the next week or so. If I'm not mistaken, Openslide's read_region aligns output tiles according to location in level 0 and handles subpixel translation for the intermediate levels, while tiffslide only returns actual pixel data available in the level stored in the file. When reading tiles, at intermediate levels it's obvious that openslide tiles are slightly blurry compared to tiffslide tiles at subpixel offsets. In the below example the output of tiffslide from level 1 will only change for every 4th increase in loc x (level=0). I prefer this behavior since it provides the raw data by default without any smoothing applied. I believe this is preferable in a ML context, where further augmentations are commonly applied in addition. import tiffslide
import openslide
from pathlib import Path
from PIL import Image
import numpy as np
fn = Path("/Users/poehlmann/benchmark/Aperio/CMU-1.svs")
t_slide = tiffslide.open_slide(fn)
o_slide = openslide.open_slide(fn)
dbg = Path("/Users/poehlmann/dbg/_test")
dbg.mkdir(exist_ok=True)
def save(arr, name):
Image.fromarray(arr).save(dbg.joinpath(name))
def draw(a0s, a1s, border=10, gap_h=20, gap_v=10):
(height, width, depth), = set(a.shape for a in a0s + a1s)
assert len(a0s) == len(a1s)
n_v = len(a0s)
h = height * n_v + gap_v * n_v + 2 * border
w = width * 2 + gap_h + 2 * border
canvas = np.zeros((h, w, depth), dtype=np.uint8)
for i, (a0, a1) in enumerate(zip(a0s, a1s)):
y0 = border + i * (height + gap_v)
x0 = border
x1 = border + width + gap_h
canvas[y0:y0+height, x0:x0+width, :] = a0
canvas[y0:y0+height, x1:x1+width, :] = a1
return canvas
size = (400, 10)
aaa = [
(
t_slide.read_region((x, 22000), 1, size, as_array=True),
np.array(o_slide.read_region((x, 22000), 1, size))[:, :, :3],
)
for x in range(2000, 2016)
]
a0s, a1s = zip(*aaa)
save(draw(a0s, a1s, gap_v=4), f"cmu1-lvl1-difference.png") Not sure if it's obvious, but on the left are image slices taken with tiffslide and on the right with openslide: openslide's read_region will move smoothly, while tiffslide's tiles will move every 4th row. What I will implementI will fix the scaling discrepancy between x and y coordinates, but might not implement it the way openslide does. I will also add more documentation to explain minor differences in output at non-base levels. If there's interest in full subpixel translation of tiles (which might be of interest in a visualization context) I am happy to accept pull requests. Cheers, |
Thanks for looking into this! Interesting that openslide actually interpolates and does not round the location again in the last step. I agree that it makes more sense to return the data directly, as tiffslide does. It's also a pity that read_region rounds the pixel location for level 0 first, so you can't get around the interpolation with a clever choice of location either. Thanks for the script, I'll have a look and also try to figure out implications for creating annotations on one level and transfering/showing it on another level. |
This discovery is very interesting. My current deep learning prediction also uses tiffslide's read_ Region, I don't know how much it will affect training |
Okay, so v2.0.0 is out with identical downsamples to openslide, which is the breaking change I had to make. I'll keep this issue open, until I fix scaling to be identical for intermediate levels on both axis. Should be in the next minor release, coming soon. |
First of all, thanks for creating tiffslide!
When using it as a drop-in-replacement, we noticed that
read_region
returns slightly different regions for levels other than the base level. But this does not apply in general, for example it works for all levels and regions if the region starts with the location(0,0)
.When we looked into the code we noticed two differences to openslide, which could be the reason:
Downsample factors
The downsample factors are calculated in different ways, compare
https://github.com/openslide/openslide/blob/v3.4.1/src/openslide.c#L271
and
https://github.com/bayer-science-for-a-better-life/tiffslide/blob/v1.10.0/tiffslide/tiffslide.py#L228
This results in values that are slightly different, e.g. for
CMU-1.svs
it's(1.0, 4.000121534371467, 16.00048613748587)
(tiffslide) instead of(1.0, 4.000121536217793, 16.00048614487117)
(openslide).But the difference is really small and probably has no major impact.
Coordinate conversion in
read_region
In
read_region
openslide uses the mentioned downsample factors to get from the location on the base level to the wanted level, especially the same downsample factor is used for x and y direction. Tiffslide calculates the location independently for x and y and uses the ratio of the width or height at the specific level and the base level, comparehttps://github.com/bayer-science-for-a-better-life/tiffslide/blob/v1.10.0/tiffslide/tiffslide.py#L354
and openslide
https://github.com/openslide/openslide/blob/v3.4.1/src/openslide-vendor-aperio.c#L259
This can result in a different region, e.g. getting region starting at base level location
(100, 100)
for level1
results in different starting locations at level 1, again for example imageCMU-1.svs
(with level dimensions:(46000, 32914), (11500, 8228), (2875, 2057)
and mentioned downsample factors):(25, 24)
(24, 24)
Do you think adjustments in
read_region
makes sense? I can understand if you are cautious with the change, because tiffslide in itself then loses compatibility, on the other hand the consistency with the openslide would be desirable.I don't think there is a right solution here unfortunately, because we mostly don't know how the downsampling has been done exactly, but I would assume that in many cases the same factor has been used for x and y direction and that the pixels should remain square and the image has rather been cut off or expanded somewhere.
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