Okay. Welcome back to Interventional Medical Image Processing. Sorry, I was a bit late
So so far, we have discussed intervention
of medical image processing and different topics.
So both you remember you can follow the cloud in your head now.
So this is the summary of our lecture.
So far, we have been discussing some tools.
We've been discussing the preprocessing, and
we were looking in to different feature descriptors and
how to improve image quality, so we did edge preserving filtering and we were also interested
in performing all of these steps in real time, so we also looked into things like the guided
filter that could be very efficiently solve the edge preserving filtering problem using
box filters.
And after that we stepped further ahead to a topic that we called image analysis and
we started first with describing epipolar geometry, we figured out that epipolar geometry
is very useful if you are looking for point correspondences in two camera or x-ray images,
we also looked into the extension that if you use epipolar planes that you essentially
have identical plane integrals in two projections and how this can be used to establish consistency
conditions and then we went ahead and talked about the factorization algorithm, so Tomasi's
famous factorization algorithm that allows you to reconstruct 3D point correspondences
from a series of camera images, so that you could reconstruct really 3D geometry and camera
parameters from a sequence of tracked images.
Good, the topic now we will stay in the field of image analysis and what we will be talking
about today is a first approach for image segmentation and what we will discuss today
is data driven image segmentation.
So we will look into a segmentation method that does not require a very sophisticated
modeling of the image itself, we will do everything with low level descriptors, with low level
features for the segmentation and a very popular algorithm is the random walker and the nice
thing with the random walker is that you don't have this very sophisticated model and the
other thing is you can compute it very quickly so it's also suitable for interactive application
and the way it works is you have an image and you place seed points, so you have some
semi-automatic approach, so you have a user that is marking some areas in the image as
belonging to one class and to another class, so you could do foreground, background or
you could have heart and lung, so these would be the tissue classes that you assign, so
it also works with multiple labels and based on these labels on the input, so then you
have a couple of points in the image where you know the class for sure and what you do
next is you try to derive a segmentation from those initial points and this is what we are
going to discuss about today.
So the nice thing is if your segmentation fails and sometimes the segmentation fails
and you don't get the right result, then if you have this interactive approach that you
can recompute, you can place additional labels close to the decision boundary, close to the
segmentation boundary and then you can readjust your segmentation and for 2D this works very
efficiently and it can be done really in an iterative way that you update your label masks.
By the way generally when we speak about segmentation we mean the process of delineating a boundary
of a certain object, so you would be interested in figuring out where the boundary of the
liver is or a specific organ, a tissue class, so this is generally the process of segmentation.
And after we derive the method we will look into a couple of examples how the method behaves
with different inputs because the inputs are very important for this method here.
So first we will look into the problem statement, so we need some way of formalizing the mathematical
description of the image segmentation problem and then we will derive an algorithm and based
on the algorithm we will then look into its properties and a couple of details on the
Presenters
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Dauer
01:00:30 Min
Aufnahmedatum
2015-06-02
Hochgeladen am
2019-10-25 11:59:02
Sprache
en-US