An empirical study proposing DeMUN, a memory-based unrolled network, and finding that intermediate loss and residual connections improve reconstruction while projector depth beyond five layers matters little.
DeepCodec: Adaptive Sensing and Recovery via Deep Convolutional Neural Networks
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abstract
In this paper we develop a novel computational sensing framework for sensing and recovering structured signals. When trained on a set of representative signals, our framework learns to take undersampled measurements and recover signals from them using a deep convolutional neural network. In other words, it learns a transformation from the original signals to a near-optimal number of undersampled measurements and the inverse transformation from measurements to signals. This is in contrast to traditional compressive sensing (CS) systems that use random linear measurements and convex optimization or iterative algorithms for signal recovery. We compare our new framework with $\ell_1$-minimization from the phase transition point of view and demonstrate that it outperforms $\ell_1$-minimization in the regions of phase transition plot where $\ell_1$-minimization cannot recover the exact solution. In addition, we experimentally demonstrate how learning measurements enhances the overall recovery performance, speeds up training of recovery framework, and leads to having fewer parameters to learn.
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Comprehensive Examination of Unrolled Networks for Solving Linear Inverse Problems
An empirical study proposing DeMUN, a memory-based unrolled network, and finding that intermediate loss and residual connections improve reconstruction while projector depth beyond five layers matters little.