Storage-Computational Complexity Efficient Light Field Reconstruction

Chuanpu Li, Xin Jin, Yanqin Chen, Qionghai Dai
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Abstract

The point spread function (PSF) of plenoptic camera is verified to be spatial varying theoretically. Therefore, memory and time are consumed severely during the reconstruction of large-scale light field at the object plane where inversing the PSF matrix is needed. This problem will directly limit the spatial resolution of the object that can be handled. In this paper, a layered LU decomposition, partitioned Gaussian elimination and memory reusing method are proposed to reconstruct the light field for plenoptic camera. Layered LU decomposition together with partitioned Gaussian elimination makes a better use of computer’s memory hierarchies and increases computing efficiency. The intra layer memory reusing method further reduces the memory consumption by in-place updating. Compared with existing methods, the proposed algorithm can reduce the memory consumption by the maximum of 1.85 times. It also provides the best trade-off between the computational complexity and memory consumption.
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存储-计算复杂度高效光场重建
从理论上验证了全光相机的点扩散函数(PSF)是空间变化的。因此,在需要对PSF矩阵进行反演的目标平面大尺度光场重建过程中,会严重消耗内存和时间。这个问题将直接限制可处理对象的空间分辨率。本文提出了一种分层LU分解、分割高斯消去和内存复用的方法来重建全光学相机的光场。分层逻辑单元分解与分区高斯消去相结合,可以更好地利用计算机的内存层次结构,提高计算效率。层内内存重用方法通过就地更新进一步降低了内存消耗。与现有算法相比,该算法最多可将内存消耗降低1.85倍。它还提供了计算复杂性和内存消耗之间的最佳权衡。
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