[Achievement and Philosophy of Studies on SPECT Reconstruction Algorithms].

Hinako Toyama
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Abstract

The purpose of this article is to introduce achievement and philosophy on studies of SPECT reconstruction algorithms which Dr. Eiichi Tanaka dedicated himself to carrying out. The method that Dr. Tanaka suggested first (in 1974) was to reconstruct analytically a section image from the projection data convoluted the correction functions. The correction functions were optimized to yield a maximum 'signal-to-noise ratio'. In 1983 and 1984, two image reconstruction algorithms, WBP and RPC were suggested assuming a uniform attenuation in the object. Dr. Tanaka understood intuitively that these methods had few noise and distortions in reconstructed images. WBP was an approximate solution, but three type analytically methods were reported by Tretiak O, et al., Bellini S, et al., and Inoyue T, et al. In 1995, Metz CE, et al. and Kudo H, et al. succeeded independently each other in finishing a general theory of the analytic absorption Radon Conversion by using parameter "n". The relations among the above three analytically methods and WBP were explained, beautifully. The important thing in the study is a flexible idea such as catching a problem as the issue of black box or reverse and the result to be concise and elegant.
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[SPECT重构算法的研究成果与思路]。
本文的目的是介绍田中荣一博士致力于开展的SPECT重建算法研究的成果和理念。田中博士(1974年)首先提出的方法是,从经过校正函数的投影数据中解析地重建一个截面图像。校正函数经过优化,以产生最大的“信噪比”。1983年和1984年提出了假设目标均匀衰减的两种图像重建算法WBP和RPC。田中博士凭直觉知道,这些方法在重建图像中几乎没有噪音和失真。WBP是一种近似解,但Tretiak O等、Bellini S等和Inoyue T等报道了三种类型的解析方法。1995年,Metz CE等人与Kudo H等人分别利用参数“n”成功地完成了解析吸收氡转换的一般理论。并对上述三种分析方法与WBP之间的关系作了较好的说明。在研究中重要的是一个灵活的想法,如捕捉问题的黑盒子问题或反向,结果要简洁和优雅。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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