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本文引用的文献

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Molecular Fingerprinting of On-Off Direction-Selective Retinal Ganglion Cells Across Species and Relevance to Primate Visual Circuits.跨物种的 ON-OFF 方向选择性视网膜神经节细胞的分子指纹图谱及其与灵长类视觉回路的相关性。
J Neurosci. 2019 Jan 2;39(1):78-95. doi: 10.1523/JNEUROSCI.1784-18.2018. Epub 2018 Oct 30.
2
Digital Museum of Retinal Ganglion Cells with Dense Anatomy and Physiology.视网膜神经节细胞密集解剖和生理学数字博物馆。
Cell. 2018 May 17;173(5):1293-1306.e19. doi: 10.1016/j.cell.2018.04.040.
3
DNER and NFIA are expressed by developing and mature AII amacrine cells in the mouse retina.在小鼠视网膜中,发育中和成熟的AII无长突细胞表达双调蛋白(DNER)和神经纤维瘤抑制因子A(NFIA)。
J Comp Neurol. 2018 Feb 15;526(3):467-479. doi: 10.1002/cne.24345. Epub 2017 Nov 11.
4
Neuronal cell-type classification: challenges, opportunities and the path forward.神经元细胞类型分类:挑战、机遇与未来发展方向。
Nat Rev Neurosci. 2017 Sep;18(9):530-546. doi: 10.1038/nrn.2017.85. Epub 2017 Aug 3.
5
Prox1 Is a Marker for AII Amacrine Cells in the Mouse Retina.Prox1是小鼠视网膜中AII无长突细胞的标志物。
Front Neuroanat. 2017 May 5;11:39. doi: 10.3389/fnana.2017.00039. eCollection 2017.
6
Random spatial patterning of cone bipolar cell mosaics in the mouse retina.小鼠视网膜中视锥双极细胞镶嵌的随机空间模式。
Vis Neurosci. 2017 Jan;34:E002. doi: 10.1017/S0952523816000183.
7
Genomic Control of Retinal Cell Number: Challenges, Protocol, and Results.视网膜细胞数量的基因组控制:挑战、方案与结果
Methods Mol Biol. 2017;1488:365-390. doi: 10.1007/978-1-4939-6427-7_17.
8
Comprehensive Classification of Retinal Bipolar Neurons by Single-Cell Transcriptomics.通过单细胞转录组学对视网膜双极神经元进行综合分类
Cell. 2016 Aug 25;166(5):1308-1323.e30. doi: 10.1016/j.cell.2016.07.054.
9
Genomic control of neuronal demographics in the retina.视网膜中神经元数量的基因组控制。
Prog Retin Eye Res. 2016 Nov;55:246-259. doi: 10.1016/j.preteyeres.2016.07.003. Epub 2016 Aug 1.
10
Two Pairs of ON and OFF Retinal Ganglion Cells Are Defined by Intersectional Patterns of Transcription Factor Expression.两对ON和OFF视网膜神经节细胞由转录因子表达的交叉模式定义。
Cell Rep. 2016 May 31;15(9):1930-44. doi: 10.1016/j.celrep.2016.04.069. Epub 2016 May 19.

从随机到规则:视网膜镶嵌图案的变化。

From random to regular: Variation in the patterning of retinal mosaics.

机构信息

Neuroscience Research Institute, University of California at Santa Barbara, Santa Barbara, California.

Department of Applied Mathematics and Theoretical Physics, University of Cambridge, Cambridge, UK.

出版信息

J Comp Neurol. 2020 Sep 1;528(13):2135-2160. doi: 10.1002/cne.24880. Epub 2020 Mar 3.

DOI:10.1002/cne.24880
PMID:32026463
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC7368823/
Abstract

The various types of retinal neurons are each positioned at their respective depths within the retina where they are believed to be assembled as orderly mosaics, in which like-type neurons minimize proximity to one another. Two common statistical analyses for assessing the spatial properties of retinal mosaics include the nearest neighbor analysis, from which an index of their "regularity" is commonly calculated, and the density recovery profile derived from autocorrelation analysis, revealing the presence of an exclusion zone indicative of anti-clustering. While each of the spatial statistics derived from these analyses, the regularity index and the effective radius, can be useful in characterizing such properties of orderly retinal mosaics, they are rarely sufficient for conveying the natural variation in the self-spacing behavior of different types of retinal neurons and the extent to which that behavior generates uniform intercellular spacing across the mosaic. We consider the strengths and limitations of these and other spatial statistical analyses for assessing the patterning in retinal mosaics, highlighting a number of misconceptions and their frequent misuse. Rather than being diagnostic criteria for determining simply whether a population is "regular," they should be treated as descriptive statistics that convey variation in the factors that influence neuronal positioning. We subsequently apply multiple spatial statistics to the analysis of eight different mosaics in the mouse retina, demonstrating conspicuous variability in the degree of patterning present, from essentially random to notably regular. This variability in patterning has both a developmental as well as a functional significance, reflecting the rules governing the positioning of different types of neurons as the architecture of the retina is assembled, and the distinct mechanisms by which they regulate dendritic growth to generate their characteristic coverage and connectivity.

摘要

视网膜神经元的各种类型分别位于视网膜的各自深度处,据信它们在那里被组装成有序的镶嵌图案,其中相似类型的神经元彼此之间的接近度最小。评估视网膜镶嵌图案空间特性的两种常见统计分析包括最近邻分析,通常从中计算其“规则性”的指数,以及源自自相关分析的密度恢复轮廓,揭示存在排斥区指示抗聚类。虽然从这些分析中得出的每个空间统计数据,即规则性指数和有效半径,都可以用于表征有序视网膜镶嵌图案的这些特性,但它们很少足以传达不同类型的视网膜神经元的自间隔行为的自然变化以及该行为在镶嵌图案中产生均匀细胞间间隔的程度。我们考虑了这些和其他空间统计分析评估视网膜镶嵌图案中的模式的优缺点,强调了一些误解及其常见的误用。它们不应被视为确定群体是否“规则”的诊断标准,而应被视为描述性统计数据,传达影响神经元定位的因素的变化。随后,我们将多种空间统计数据应用于分析小鼠视网膜中的八个不同镶嵌图案,展示了存在的模式化程度的明显可变性,从本质上的随机到明显的规则。这种模式化的可变性具有发育和功能意义,反映了在组装视网膜结构时不同类型的神经元定位的规则以及它们调节树突生长以产生其特征覆盖和连接的不同机制。