Abstract

In this paper, we focus on image quality assessment (IQA) in sensor networks and propose a novel method named gradient magnitude and variance pooling (GMVP). The proposed GMVP follows a two-step framework. In this first step, we utilize gradient magnitude to compute the local quality, which is efficient and responsive to degeneration when the images are transmitted by sensor networks. In the second step, we propose a weighted pooling operation, i.e., variance pooling, which explicitly considers the importance of different local regions. The variance pooling operation assigns different weights to local quality map according to the variance of local regions. The proposed GMVP is verified on two challenging IQA databases (CSIQ and TID 2008 databases), and the results demonstrate that the proposed GMVP achieves better results than the state-of-the-art methods in sensor networks.

Highlights

  • With the rapid development of wireless communications and electronics, sensor networks have received much attention in research fields [1, 2]

  • It should be noted that we consider the distortion images as transmitted images because the images will degenerate when they are transmitted by sensor networks

  • Note that each image in the image quality assessment (IQA) databases has been assessed by human beings under controlled conditions and assigned a quantitative quality score: mean opinion score (MOS) or difference MOS (DMOS)

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Summary

Introduction

With the rapid development of wireless communications and electronics, sensor networks have received much attention in research fields [1, 2]. The structural similarity (SSIM) [12], as a representative approach of top-down model, is based on the assumption that HVS is highly adapted to extract the structural information from the visual scene, Zhang and Liu EURASIP Journal on Wireless Communications and Networking (2016) 2016:15. We propose a novel FR-IQA model named gradient magnitude and variance pooling (GMVP) for testing sensor networks.

Sobel similarity
Experimental results
Conclusions

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