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Mathematical models for the shape analysis of human crystalline lens

机译:用于人类晶状体形状分析的数学模型

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摘要

The objective of this paper is to present an analysis of mathematical models of the human crystalline lens. Seven existing models presented in the literature were investigated: conic, figuring conicoid, generalized conic, Hermans conic patch, Kasprzak hyperbolic cosine, Urs 10th-order Fourier series and Giovanzana parametric models. The analyzed models describe the shape for a data set of human crystalline lenses with ages from 6 to 82 years. The results highlight the difficulty and complexity of the task of choosing the most appropriate model for the crystalline lens shape.
机译:本文的目的是介绍人类晶状体的数学模型。研究了文献中介绍的七个现有模型:圆锥曲线,修形圆锥曲线,广义圆锥曲线,Hermans圆锥曲线补丁,Kasprzak双曲余弦,Urs 10阶傅里叶级数和Giovanzana参数模型。分析的模型描述了6到82岁年龄段的人类晶状体数据集的形状。结果凸显了为晶状体形状选择最合适的模型的任务的难度和复杂性。

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