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首页> 外文期刊>Visual Neuroscience: An International Journal for Empirical and Theoretical Research >Methods for investigating the local spatial anisotropy and the preferred orientation of cones in adaptive optics retinal images
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Methods for investigating the local spatial anisotropy and the preferred orientation of cones in adaptive optics retinal images

机译:研究局部空间各向异性的方法和自适应光学视网膜图像中锥体的优选方向

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摘要

The ability to noninvasively image the cone photoreceptor mosaic holds significant potential as a diagnostic for retinal disease. Central to the realization of this potential is the development of sensitive metrics for characterizing the organization of the mosaic. Here we evaluated previously-described and newly-developed (Fourier-and Radon-based) methods of measuring cone orientation in simulated and real images of the parafoveal cone mosaic. The proposed algorithms correlated well across both simulated and real mosaics, suggesting that each algorithm provides an accurate description of photoreceptor orientation. Despite high agreement between algorithms, each performed differently in response to image intensity variation and cone coordinate jitter. The integration property of the Fourier transform allowed the Fourier-based method to be resistant to cone coordinate jitter and perform the most robustly of all three algorithms. Conversely, when there is good image quality but unreliable cone identification, the Radon algorithm performed best. Finally, in cases where the cone coordinate reliability was excellent, the method previously described by Pum and colleagues performed best. These descriptors are complementary to conventional descriptive metrics of the cone mosaic, such as cell density and spacing, and have the potential to aid in the detection of photoreceptor pathology.
机译:非侵入性图像的能力使锥形光感受器镶嵌具有显着的潜力作为视网膜疾病的诊断。实现这种潜力的核心是开发用于表征马赛克组织的敏感度量。在这里,我们以前描述了以前描述的和新开发的(傅里叶和基于氡和基于氡的)方法,用于测量锥形锥形锥形圆锥马赛克的模拟和真实图像中的锥形方向。所提出的算法在模拟和真实马赛克中井相关,建议每种算法提供光感受器取向的准确描述。尽管算法之间很高,但响应于图像强度变化和锥形坐标抖动而不同地执行。傅里叶变换的集成特性允许基于傅立叶的方法抵抗锥体坐标抖动,并执行所有三种算法的最强大。相反,当存在良好的图像质量但不可靠的锥体识别时,氡算法最好。最后,在锥形坐标可靠性优异的情况下,PUM和同事先前描述的方法最佳。这些描述符与锥形马赛克的传统描述性度量互补,例如细胞密度和间隔,并且具有有助于检测感光体病理学的潜力。

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