Download Compressed Sensing for Distributed Systems by Giulio Coluccia, Chiara Ravazzi, Enrico Magli PDF

By Giulio Coluccia, Chiara Ravazzi, Enrico Magli

ISBN-10: 9812873899

ISBN-13: 9789812873897

ISBN-10: 9812873902

ISBN-13: 9789812873903

This booklet offers a survey of the state-of-the paintings within the fascinating and well timed subject of compressed sensing for disbursed structures. It needs to be famous that, whereas compressed sensing has been studied for your time now, its disbursed functions are rather new. Remarkably, such purposes are best to take advantage of the entire advantages that compressed sensing supplies. the target of this e-book is to supply the reader with a finished survey of this subject, from the fundamental ideas to varied sessions of centralized and dispensed reconstruction algorithms, in addition to a comparability of those suggestions. This ebook collects diverse contributions on those features. It offers the underlying conception in an entire and unified means for the 1st time, featuring numerous sign types and their use circumstances. It features a theoretical half gathering most recent leads to rate-distortion research of dispensed compressed sensing, in addition to useful implementations of algorithms acquiring functionality with regards to the theoretical bounds. It offers and discusses numerous allotted reconstruction algorithms, summarizing the theoretical reconstruction promises and supplying a comparative research in their functionality and complexity. In precis, this e-book will permit the reader to start within the box of disbursed compressed sensing from concept to perform. We think that this ebook can discover a vast viewers between researchers, scientists, or engineers with very assorted backgrounds, having pursuits in mathematical optimization, community platforms, graph theoretical equipment, linear platforms, stochastic structures, and randomized algorithms. to aid the reader familiarize yourself with the idea and algorithms awarded, accompanying software program is made on hand at the authors’ site, enforcing numerous of the algorithms defined within the e-book. the single heritage required of the reader is an efficient wisdom of complicated calculus and linear algebra.

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Extra resources for Compressed Sensing for Distributed Systems

Example text

3 Rate-Distortion Functions of the Reconstruction We now derive the RD functions after reconstruction of the DCS scheme. 4 (Distributed CS: Reconstruction RD functions) Let x1 and x2 be kI,1 , kI,2 , kC , k1 k2 n, σθ2C , σθ2I,1 , σθ2I,2 , Ψ -sparse. x2 serves as SI for x1 and is available at the decoder, only. t. k1 + 3 < m <. Let R be the encoding rate per measurement sample. The distortiona of the source x1 is denoted as DxIR1 when the SI is not available at the receiver, DxIR1 |y2 when the measurements of the SI are available at the SWC decoder (IR stands for independent reconstruction), when the SI is used not only to reduce the encoding rate but also and DxJR 1 |x 2 to improve the reconstruction fidelity (JR stands for joint reconstruction).

32) and in the high-rate regime EC oracle DxJR (R) = ωI,1 γ1 1 |x 2 ωC,1 σθ2C + ωI,1 σθ2I,1 π e ∗ 2−2(R+R ) . 22). Therefore, when the SI is available at the decoder, it helps reducing the rate by R ∗ + R JR bits per measurement sample. a All the RD functions are operational referred to CS reconstruction algorithms, so the CS superscript is omitted not to overload the notation. 34 3 Rate-Distortion Theory of Distributed Compressed Sensing Sketch of proof. An oracle is considered in order to derive lower bounds.

D. Gaussian sources apply. See [18, Appendix C] for the complete proof. d. Gaussian process in the large system regime. Then, lossy compression of the measurements is considered and the information and entropy-constrained ratedistortion functions are derived. 17)). The validity of the RD functions derived for the measurements is shown in Fig. 5. , E m1 y1 − yq,1 22 when y2 is or is not used as Side Information, versus the rate R, measured in bits per measurement sample (bpms). The distortion has been averaged over 104 trials, and for each trial different realizations of the sources, the sensing matrix and the noise have been drawn.

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