基于分段神经网络的SPECT图像高速重建

J. Kerr, E. Bartlett
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引用次数: 3

摘要

人工神经网络(ann)已被证明非常擅长映射复杂的函数关系。我们之前已经证明了一个标准的反向传播神经网络可以被训练来重建基于平面图像投影作为输入的单光子发射计算机断层扫描(SPECT)图像的部分。在这项研究中,我们证明了利用定制的三相分段激活函数的神经网络能够在学习平面图像和层析重建之间的关系后对SPECT图像进行高速重建。此外,与标准的反向传播神经网络相比,定制的分段神经网络产生的重构具有显着更低的RMS误差,并且在更少的训练迭代中完成。本研究中使用的定制分段函数使网络能够在连续输出范围内进行训练,比使用标准的s型函数更有效。根据得到的结果,我们假设最优的人工神经网络传递函数或函数,与训练集数据的统计分布直接相关。作为初步证明,统计导出激活函数的神经网络比单s型或三相s型more»激活函数具有更好的SPECT重建训练和泛化特性。«少
本文章由计算机程序翻译,如有差异,请以英文原文为准。
High-speed Reconstruction Of SPECT Mages With A Tailored Piecewise Neural Network
Artificial neural networks (ANNs) have proven to be highly adept at mapping complex functional relationships. We have previously shown that a standard backpropagation neural network can be trained to reconstruct sections of single photon emission computed tomography (SPECT) images based on the planar image projections as inputs. In this study, we demonstrate that a neural network that utilizes a tailored three-phase piecewise activation function is able to perform high-speed reconstructions of SPECT images after learning the relationship between the planar images and the tomographic reconstructions. In addition, the tailored piecewise neural network produces reconstructions with significantly lower RMS error, and does so in far less training iterations, than a standard backpropagation ANN. The tailored piecewise function used in this research enables the network to train on a continuous range of outputs more efficiently than with a standard sigmoidal function. Based on the results obtained, we hypothesize that the optimal ANN transfer function or functions, are directly related to the statistical distribution of the training set data. As a preliminary demonstration, a neural network with statistically derived activation functions is shown to have better training and generalization characteristics for SPECT reconstruction than either the single sigmoidal or the three- phase sigmoidalmore » activation functions.« less
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