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Published byArron Malone Modified over 6 years ago
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Digital Image Compression Using Bit Plane Slicing Method
Póth Miklós Fürstner Igor Subotica Tech
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Data compression Lossless - all original data can be recovered when the file is uncompressed. The signal is perfectly reconstructed from the available samples. (ZIP, GIF, PNG) Lossy – reduces a file by eliminating certain information. Permits reconstruction only of an approximation of the original data. (JPEG, MPEG, MP3) SiP 2017
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Test images Cameraman Lena Clock MRI Mandril Einstein SiP 2017
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2D-1D transformation Prior to compression, it is needed to transform the 2D image data to 1D data. Horizontal, vertical, Hilbert, …
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Image scanning Horizontal Perimeter Zig-zag Z-curve Hilbert
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Hilbert curve Fractal curve, self similar
Hausdorff-Besicovich dimension 2 Capable of collecting all image pixels Applicable only to square images Image side must be a power of 2
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Hilbert curve scanning
Hilbert curve always takes adjacent pixel
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Hilbert curve scanning
Original image Cameraman Cameraman after Hilbert scanning
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Differential encoding
Run-length coding
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Bit planes
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Bit planes
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Bit planes of Cameraman image
MSB carries the contours of the image, LSB reminds of noise
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Bit planes Question: How many bit-planes can be ignored?
How will it effect the image?
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Bit planes Question: How many bit-planes can be ignored?
How will it effect the image?
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Bit planes Question: How many bit-planes can be ignored?
How will it effect the image?
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Bit planes
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Bit planes
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Savings By ignoring 3 bit planes we save
3/8 = 37.5% of total image space.
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Peak signal to noise ratio - PSNR
ratio between the maximum possible power of a signal and the power of corrupting noise The signal in this case is the original data, and the noise is the error introduced by compression
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Peak signal to noise ratio - PSNR
It has been experimentally discovered that no disturbing visual artifacts are seen if PSNR>25 dB Quality is also based on image content, for some images it is 30 dB
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Thank you for your attention. Questions?
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