Landmesser L, Pilar G
J Cell Biol. 1976 Feb;68(2):357-74. doi: 10.1083/jcb.68.2.357.
In order to understand the significance of cell death in the formation of neural circuits, it is necessary to determine whether before cell death neurons have (a) sent axons to the periphery; (b) reached the proper target organs; and (c) have established synaptic connections with them. Axon counts demonstrated that, after sending out initial axons, ciliary cells sprouted numerous collaterals at the time of peripheral synapse formation. Subsequently, large numbers of axons were lost from the nerves, slightly later than the onset of ganglion cell death. A secondary loss of collaterals later occurred unaccompanied by cell death. Measurements of conduction velocity and axon diameters indicated that all ganglion cell axons grew down the proper pathways from the start, but it was not possible to determine whether all axons had actually formed proper synapses. This was ascertained, however, in the ganglion itself where preganglionic fibres were shown to synapse selectively with all ganglion cells before cell death. During this period, degenerating preganglionic synapses were observed on normal cells. It can therefore be inferred that at least some preganglionics established proper synapses before dying and that a single synapse is not sufficient to prevent cell death. In this system neither preganglionic nor ganglionic cell death seems designed to remove improper connections but rather to remove cells that have not competed effectively for a sufficient number of synapses, resulting in a quantitative matching up of neuron numbers.
为了理解细胞死亡在神经回路形成中的意义,有必要确定在细胞死亡之前神经元是否:(a) 已将轴突发送至外周;(b) 到达了合适的靶器官;以及 (c) 已与它们建立了突触连接。轴突计数表明,在发出初始轴突后,睫状细胞在外周突触形成时会萌发出大量侧支。随后,大量轴突从神经中丢失,略晚于神经节细胞死亡的开始。随后发生了侧支的二次丢失,且未伴随细胞死亡。传导速度和轴突直径的测量表明,所有神经节细胞轴突从一开始就沿着正确的路径生长,但无法确定所有轴突是否实际形成了正确的突触。然而,在神经节本身中确定了这一点,节前纤维在细胞死亡前被证明与所有神经节细胞选择性地形成突触。在此期间,在正常细胞上观察到退化的节前突触。因此可以推断,至少一些节前神经元在死亡前建立了正确的突触,并且单个突触不足以防止细胞死亡。在这个系统中,节前和神经节细胞死亡似乎都不是为了消除不适当的连接,而是为了消除那些没有为足够数量的突触进行有效竞争的细胞,从而导致神经元数量的定量匹配。