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Figure 1: Three examples (scans 1, 2, and 5) of ground truth (left) and incorrect algorithmic (right) segmenta-
tionsof the first retina layer (L1) inmid-stackslices.
3.Method
In order to identify incorrectly segmented OCT
scanswesuggest insection3.1toembedthesegmen-
tationresults inasfewdimensionsaspossible. While
this iscertainlymotivatedbycurseofdimensionality
it is additionally motivated by an increase of inter-
pretability–ophthalmologistsmaydesire tovisually
relatea particular case tocases inspectedpreviously.
Methods of outlier detection can be divided in
three branches [6]. Supervised classification, when
both inliers and outliers are labeled and in balance;
unsupervised when training data of both inliers and
outliers are unlabeled; and semi-supervised when
training data consists only of observations describ-
ing normal behavior. In section 3.2 we follow semi-
supervised methods for the following reasons. First,
there is no assessment of algorithmic segmentations
available and we only can roughly estimate the class
based on some metric (e.g., the Dice coefficient).
Second, the outlier class (wrong segmentations) is
expected to be under-represented. Third, it is likely
thereareseveralsourcesofsegmentationerrorwhich
could map to low-density clusters. We aim to detect
outliers in low-density regions, too. We model the
distribution of the inliers (correct segmentation) and
compare the testpoints to thisdistribution.
3.1.Area curvesandtheirrepresentation
Whileforeachretinal layera listof regionproper-
ties can be thoughtof, for sakeof interpretability the
slice-wiseareavaluesareofspecial interest. Further- more, thefocusof thisworkwasrestricted to layer1.
This decision is based on the observation that a seg-
mentationerror inL1 layerpropagates tosubsequent
layers while correct L1 segmentations tend to corre-
latewithcorrectly segmentedscans.
ForeachsegmentedOCT,we introduce thevector
a= [a0, .. . ,a199]
> of layer-1 area values and refer
to is as the area curve. Examples of how area curves
look like for both ground truth and algorithmic seg-
mentationsaregiven infigure2.
Looking at the (orange) area curves calculated
from the algorithmic segmentation, which are of the
main interest, two types of shape appear: Those ex-
hibiting a maximum (cf., scan 1, 2 or 5 of figure 2),
or a minimum (cf. scan 0) around the middle of the
slices.
In healthy eyes, the layers get thinner around the
cavity of the fovea [11], causing the area curves to
exhibitaglobalminimumandtendtobeconvex. The
first hypothesis about the curves with dominant con-
cave bumps therefore was that they may correspond
to pathologies where fluid intruded into the retinal
layers andcaused themto thicken.
Closer inspection of the corresponding scans and
a comparison to the (blue) GT area curves, however,
quickly disproved this hypothesis and revealed that
the concave bumps tend to correspond to failures in
segmentation. Further investigations revealed that
the issue of a too thick segmented layer 1 appeared
inall scans thatexhibitaglobalmaximuminthearea
curveor tenddobeconcave.
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Joint Austrian Computer Vision and Robotics Workshop 2020
- Titel
- Joint Austrian Computer Vision and Robotics Workshop 2020
- Herausgeber
- Graz University of Technology
- Ort
- Graz
- Datum
- 2020
- Sprache
- englisch
- Lizenz
- CC BY 4.0
- ISBN
- 978-3-85125-752-6
- Abmessungen
- 21.0 x 29.7 cm
- Seiten
- 188
- Kategorien
- Informatik
- Technik