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Digital Image Processing 0909.452.01/0909.552.01 Fall 2003
Lecture 6 October 13, 2003 Shreekanth Mandayam ECE Department Rowan University
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Plan Digital Image Restoration Lab 3: Digital Image Restoration
Recall: Environmental Models Image Degradation Model Image Restoration Model Point Spread Function (PSF) Models Linear Algebraic Restoration Unconstrained (Inverse Filter, Pseudoinverse Filter) Constrained (Wiener Filter, Kalman Filter) Lab 3: Digital Image Restoration
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DIP: Details
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Image Preprocessing Enhancement Restoration Inverse filtering
Wiener filtering Spatial Domain Spectral Domain Filtering >>fft2/ifft2 >>fftshift Point Processing >>imadjust >>histeq Spatial filtering >>filter2
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Degradation Model f(x,y) h(x,y) g(x,y) n(x,y) S
Degradation Model: g = h*f + n demos/demo5blur_invfilter/ demos/demo5blur_invfilter/degrade.m
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Restoration Model Degradation Restoration f(x,y) Model Filter f(x,y)
Unconstrained Constrained Inverse Filter Pseudo-inverse Filter Wiener Filter demos/demo5blur_invfilter/
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Approach f(x,y) Build degradation model g = h*f + n g = Hf + n
Formulate restoration algorithms Analyze using algebraic techniques Implement using Fourier transforms Approach g = h*f + n g = Hf + n W -1 g = DW -1 f + W -1 n f = H -1 g F(u,v) = G(u,v)/H(u,v) demos/demo5blur_invfilter/
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Degradation & Restoration Examples: Gonzalez & Woods
Atmospheric Turbulence Model
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Degradation & Restoration Examples: Gonzalez & Woods
Example 5.11: Inverse Filtering
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Degradation & Restoration Examples: Gonzalez & Woods
Example 5.12: Wiener Filtering
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Degradation & Restoration Examples: Gonzalez & Woods
Example 5.10: Planar Motion Model
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Degradation & Restoration Examples: Gonzalez & Woods
Example 5.13: Inverse and Wiener Filtering
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Lab 3: Digital Image Restoration
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Summary
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