Abstract
Radio-frequency (RF) tomographic imaging is a promising technique for inferring multi-dimensional physical space by processing RF signals traversed across a region of interest. Tensor-based approaches for tomographic imaging are superior at detecting the objects within higher dimensional spaces. The recently-proposed tensor sensing approach based on the transform tensor model achieves a lower error rate and faster speed than the previous tensor-based compress sensing approach. However, the running time of the tensor sensing approach increases exponentially with the dimension of tensors, thus not being very practical for big tensors. In this paper, we address this problem by exploiting massively-parallel GPUs. We design, implement, and optimize the tensor sensing approach on an NVIDIA Tesla GPU and evaluate the performance in terms of the running time and recovery error rate. Experimental results show that our GPU tensor sensing is as accurate as the CPU counterpart with an average of 44.79 × and up to 84.70 × speedups for varying-sized synthetic tensor data. For IKEA Model 3D model data of a smaller size, our GPU algorithm achieved 15.374× speedup over the CPU tensor sensing. We further encapsulate the GPU algorithm into an open-source library, called cuTensorSensing (CUDA Tensor Sensing), which can be used for efficient RF tomographic imaging.
Highlights
IntroductionThe method requires computing tensor singular value decomposition (t-SVD) in each algorithmic iteration, which leads to high computational complexity
The sampling rate was set to 20%, and both CPU and graphics processing units (GPUs) tensor sensing performed five iterations for completion
We present an open-source library named cuTensorSensing for efficient Radio frequency (RF) tomographic imaging on GPUs
Summary
The method requires computing tensor singular value decomposition (t-SVD) in each algorithmic iteration, which leads to high computational complexity To address this problem, Deng et al [4] proposed to use the transform-based tensor model to formulate the RF tomographic imaging as a tensor sensing problem, used a fast iterative algorithm Alt-Min to solve the tensor sensing problem. Deng et al [4] proposed to use the transform-based tensor model to formulate the RF tomographic imaging as a tensor sensing problem, used a fast iterative algorithm Alt-Min to solve the tensor sensing problem Their method fully utilizes the geometric structure of the three-dimensional loss field tensor. Compared to the tensor-based compressed sensing method, Deng’s method achieved a lower error rate and faster computation speed
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