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ECE 539 Intro-ANN Gaoang Wang
Image Reconstruction based on Back-Propagation Learning in Compressed Sensing theory ECE 539 Intro-ANN Gaoang Wang
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1. Compressed Sensing Theory
Since y=Φx, x=Ψf, then y=Φx=ΦΨf Where x is original signal, y is sampled signal, Φ (m by n) is measurement matrix with m<<n, and Ψ is transform matrix UW-Madison
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2. SPL-BCS (by James E. Fowler)
UW-Madison
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3. Learning Method in Sampling
Feature vector (64 by 1): from one patch (8 by 8) of sampled image. pinv(mea_matrix)*mea_matrix*patch 5 Input Images (256 by 256) have 5120 patches in total as training data. Using back-propagation learning method to derive the weights of classification. UW-Madison
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4. Modified Sampling Method
First sampling: sampling input images in general and using pre-generating weights to decide which part of the original image can bear a higher compression ratio. Second sampling: transform the satisfied patches into lower dimension. UW-Madison
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5. results Image C_Rate C_Ratio PSNR BCS Ratio Lena 0.8572 14.2510
8 Barbara 0.7781 Goldhill 0.7739 Baboon 0.6860 Peppers 0.8831 test1 0.8921 test2 0.8701 test3 0.7905 test4 0.8435 UW-Madison
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5. results UW-Madison
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Thank you ! UW-Madison
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