Finals | Pre/Post-medical Image Processing Flashcards
Let f (x, y) be a two-dimensional (2-D) cross- sectional image of a three-dimensional object.
2-D image reconstruction.
States that f (x, y) can be reconstructed from the cross-sectional one-dimensional projections.
Image reconstruction theorem
Mathematically, the image reconstruction theorem can be described with the help of —
Fourier transform (FT)
II. BACKGROUND REMOVAL Backgrounds can be removed in both (1) and (2) images. The idea is to (3) by discarding the (4) from the image.
- sectional (cross-section)
- projection
- reduce the size of the image file
- background
II. BACKGROUND REMOVAL
In digital images, unexposed areas appearing white on a display monitor is defined as (1) in this context.
(2) in this context means that the brightness of the background is converted from white to black
- background
- Background removal
III. NOISE REMOVAL
Quality of an image can be measured from:
A. Sharpness
B. Resolving Power
C. Noise Level
S RP Noise
Inherited from the design of the instrumentation
A. Sharpness
B. Resolving Power
Arises from photon fluctuations from the energy source and detector system used, and electronic noise accumulated through the imaging chain.
C. Noise Level
Noise Level arises from (1) from the energy source and detector system used, and (2) accumulated through the imaging chain.
- photon fluctuations
- electronic noise
Means that the image is less noisy.
High signal-to-noise ratio (SNR)
A common method to increase the SNR (i.e., reduce the noise in the image) is to —
obtain many images of the same object under the same conditions and average them
III. NOISE REMOVAL
Noise is present in all medical images. We can reduce the amount of noise by increasing (1) or increasing (2). (3) also offers ways to reduce noise, but sometimes at the cost of introducing artifacts.
- radiation dose (for X-ray methods)
- field strength or imaging time (MR)
- Image processing
Also offers ways to reduce noise, but sometimes at the cost of introducing artifacts.
Image processing
Noise Reduction Filters:
- Block Filtering/ Averaging
- Gaussian filter
- Median filtering
- Anisotropic diffusion filtering
- Bilateral filtering
- Nonlocal means filter
GAM AD BiNon
Simplest form of filtering
Block Filtering/ Averaging
Blurs the image and are classified by their sigma or width
Gaussian filter
Considers a patch of neighborhood pixels. They exhibit less blurring than averaging and gaussian filters
Median Filtering
Smoothens regions without strrong edges while preserving edges
Anistropic diffusion filtering
Recently developed method similar to the Gaussian filter
Bilateral filtering
Newer technique that examines a “patch” centered about each pixel.
Main concept: similar patches, when averaged, will wash out noise
Nonlocal Means Filter
Process applied to a graphics file to minimize its size without degrading image quality below an acceptable threshold.
IMAGE COMPRESSION
IV. IMAGE COMPRESSION
By reducing the file size, more (1) can be stored in a given amount of (2).
- images
- disk or memory space
IV. IMAGE COMPRESSION
Image compression attempts to (1) to minimize the (2) for a given image.
- reduce or eliminate the presence of redundancies
- storage size or transmission time requirements