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微扫视、漂移、霍普夫纤维丛与神经几何学。

Microsaccades, Drifts, Hopf Bundle and Neurogeometry.

作者信息

Alekseevsky Dmitri

机构信息

Institute for Information Transmission Problems, B. Karetnuj per., 19, 127051 Moscow, Russia.

Faculty of Science, University of Hradec Králové, Rokitanského 62, 500 03 Hradec Králové, Czech Republic.

出版信息

J Imaging. 2022 Mar 17;8(3):76. doi: 10.3390/jimaging8030076.

Abstract

The first part of the paper contains a short review of the image processing in early vision is static, when the eyes and the stimulus are stable, and in dynamics, when the eyes participate in fixation eye movements. In the second part, we give an interpretation of Donders' and Listing's law in terms of the Hopf fibration of the 3-sphere over the 2-sphere. In particular, it is shown that the configuration space of the eye ball (when the head is fixed) is the 2-dimensional hemisphere SL+, called Listing hemisphere, and saccades are described as geodesic segments of SL+ with respect to the standard round metric. We study fixation eye movements (drift and microsaccades) in terms of this model and discuss the role of fixation eye movements in vision. A model of fixation eye movements is proposed that gives an explanation of presaccadic shift of receptive fields.

摘要

论文的第一部分简要回顾了早期视觉中的图像处理,分为静态情况(此时眼睛和刺激物是稳定的)和动态情况(此时眼睛参与注视眼动)。在第二部分,我们根据三维球面在二维球面上的霍普夫纤维化对东德斯定律和利斯廷定律进行了解释。特别地,表明眼球的构型空间(当头部固定时)是二维半球SL +,称为利斯廷半球,扫视被描述为相对于标准圆度量的SL +的测地线段。我们根据这个模型研究注视眼动(漂移和微扫视),并讨论注视眼动在视觉中的作用。提出了一个注视眼动模型,该模型解释了感受野的扫视前偏移。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/ab4d/8953095/33d41c77c239/jimaging-08-00076-g001.jpg

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