2014
DOI: 10.1109/lsp.2014.2313887
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Optimal Viterbi Based Total Variation Sequence Detection (TVSD) For Robust Image/Video Decoding In Wireless Sensor Networks

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Cited by 10 publications
(5 citation statements)
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“…This is due to the edge preserving property [41] of the l 1 norm based anisotropic TV regularization term that can lead to a significant improvement in reconstruction quality [42]. Previous works [43], [44] have described error resilient techniques for image/ video transmission in wireless networks that exploit their bounded variation property employing a novel Viterbi algorithm based TVSD technique for reconstruction. Furthermore, this is well suited for sensor networks since it does not increase the processing complexity at the sensors.…”
Section: A Review Of Work In Existing Literaturementioning
confidence: 99%
“…This is due to the edge preserving property [41] of the l 1 norm based anisotropic TV regularization term that can lead to a significant improvement in reconstruction quality [42]. Previous works [43], [44] have described error resilient techniques for image/ video transmission in wireless networks that exploit their bounded variation property employing a novel Viterbi algorithm based TVSD technique for reconstruction. Furthermore, this is well suited for sensor networks since it does not increase the processing complexity at the sensors.…”
Section: A Review Of Work In Existing Literaturementioning
confidence: 99%
“…Thus, there is significant scope for the development of techniques that improve the accuracy of measurement detection at the receiver followed by accurate state estimation at the control center. To this end, total variation (TV) regularization has shown significantly improved performance for signal recovery in various practical applications pertaining to signal denoising [26], image/video deblurring [27], image/video recovery in wireless sensor networks [28], compressive sensing [29] etc. The proposed scheme therefore incorporates TV regularization for joint detection and dynamic state estimation (JDSE) in smart grids.…”
Section: A Wireless Communication For Smart Gridmentioning
confidence: 99%
“…In essence, the TV term ξ m n TV characterizes the temporal correlation of the state vector elements and it is mathematically defined as the integral of the absolute temporal gradient of the state vector sequence [59]. Hence, for a discrete vector sequence x n (m) it can be defined in terms of the l 1 norm of the difference between the current and the previous state vectors similar to [26]- [28], as shown below…”
Section: Tv-regularization Based Joint Detection and Dynamic Stamentioning
confidence: 99%
“…This method is low complex and gives 9‐dB better detection performance than traditional methods in various interferences, time delay, phase, or frequency offset conditions. A novel ML‐based VD for multimedia WSN applications is implemented in Kudeshia and Jagannatham . Exploiting bounded variation property and using a regularization factor, a modified branch metric calculations and total variation state is used in this VD.…”
Section: Introductionmentioning
confidence: 99%
“…A novel ML-based VD for multimedia WSN applications is implemented in Kudeshia and Jagannatham. 2 Exploiting bounded variation property and using a regularization factor, a modified branch metric calculations and total variation state is used in this VD. Viterbi decoder for UWB technology is designed with ML algorithm in Cholan.…”
Section: Introductionmentioning
confidence: 99%