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纹状皮层的覆盖范围与设计

Coverage and the design of striate cortex.

作者信息

Swindale N V

机构信息

Department of Ophthalmology, University of British Columbia, Vancouver, Canada.

出版信息

Biol Cybern. 1991;65(6):415-24. doi: 10.1007/BF00204654.

Abstract

Hubel and Wiesel (1977) suggested that ocular dominance and orientation columns in the macaque monkey striate cortex might be bands of uniform width that intersected orthogonally. They pointed out that if this were the case, there would be an equal allocation of cells of different orientation preference to each eye and to each point in visual space. However, orientation and ocular dominance columns have a more complex structural organization than is implied by this model: for example, iso-orientation domains do not intersect ocular dominance stripes at right angles and the two columnar systems have different periodicities. This raises the question as to how well the striate cortex manages to allocate equal numbers of neurons of different orientation preference to each eye and to each region of visual space, a factor referred to here as coverage. This paper defines a measure of uniformity of coverage, c', and investigates its dependence on several different parameters of columnar organisation. Calculations were done first using a simplified one-dimensional model of orientation and ocular dominance columns and were then repeated using more realistic two-dimensional models, generated with the algorithms described in the preceding paper (Swindale 1991). Factors investigated include the relative periodicities of the two columnar systems, the size of the cortical point image, the width of orientation tuning curves, whether columns are spatially anisotropic or not, and the role of the structural relationships between columns described by Blasdel and Salama (1986). The results demonstrate that coverage is most uniform when orientation hypercolumns are about half the size of ocular dominance hypercolumns. Coverage is most uneven when the hypercolumns are the same size, unless they are related in the way described by Blasdel and Salama, in which case coverage gets only slightly worse as the size ratio (ori/od) increases above 0.5. The minimum diameter of cortical point image that ensures reasonably uniform coverage is about twice the size of an ocular dominance hypercolumn i.e. about 1.5-2.0 mm.

摘要

休伯尔和维泽尔(1977年)提出,猕猴纹状皮层中的眼优势柱和方位柱可能是宽度均匀且相互正交的条带。他们指出,如果真是如此,那么具有不同方位偏好的细胞会在每只眼睛以及视觉空间的每个点上得到均等分配。然而,方位柱和眼优势柱的结构组织比该模型所暗示的更为复杂:例如,等方位域并非与眼优势条纹成直角相交,而且这两个柱状系统具有不同的周期。这就引发了一个问题,即纹状皮层如何成功地将数量相等的、具有不同方位偏好的神经元分配给每只眼睛以及视觉空间的每个区域,这里将这个因素称为覆盖度。本文定义了一种覆盖度均匀性的度量指标c',并研究了它对柱状组织的几个不同参数的依赖性。首先使用方位柱和眼优势柱的简化一维模型进行计算,然后使用在前一篇论文(斯温代尔,1991年)中描述的算法生成的更逼真的二维模型重复进行计算。所研究的因素包括两个柱状系统的相对周期、皮层点图像的大小、方位调谐曲线的宽度、柱在空间上是否各向异性,以及布拉斯德尔和萨拉马(1986年)所描述的柱之间结构关系的作用。结果表明,当方位超柱的大小约为眼优势超柱的一半时,覆盖度最为均匀。当超柱大小相同时,覆盖度最不均匀,除非它们以布拉斯德尔和萨拉马所描述的方式相关联,在这种情况下,随着大小比(ori/od)增加到0.5以上,覆盖度只会略微变差。确保覆盖度合理均匀的皮层点图像的最小直径约为眼优势超柱大小的两倍,即约1.5 - 2.0毫米。

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