Synaptic pruning in development: a computational account. Chechik, G., Meilijson, I., & Ruppin, E. Neural Computation, 10(7):1759–1777, October, 1998.
doi  abstract   bibtex   
Research with humans and primates shows that the developmental course of the brain involves synaptic overgrowth followed by marked selective pruning. Previous explanations have suggested that this intriguing, seemingly wasteful phenomenon is utilized to remove, "erroneous" synapses. We prove that this interpretation is wrong if synapses are Hebbian. Under limited metabolic energy resources restricting the amount and strength of synapses, we show that memory performance is maximized if synapses are first overgrown and then pruned following optimal "minimal-value" deletion. This optimal strategy leads to interesting insights concerning childhood amnesia.
@article{chechik_synaptic_1998,
	title = {Synaptic pruning in development: a computational account},
	volume = {10},
	issn = {0899-7667},
	shorttitle = {Synaptic pruning in development},
	doi = {10.1162/089976698300017124},
	abstract = {Research with humans and primates shows that the developmental course of the brain involves synaptic overgrowth followed by marked selective pruning. Previous explanations have suggested that this intriguing, seemingly wasteful phenomenon is utilized to remove, "erroneous" synapses. We prove that this interpretation is wrong if synapses are Hebbian. Under limited metabolic energy resources restricting the amount and strength of synapses, we show that memory performance is maximized if synapses are first overgrown and then pruned following optimal "minimal-value" deletion. This optimal strategy leads to interesting insights concerning childhood amnesia.},
	language = {eng},
	number = {7},
	journal = {Neural Computation},
	author = {Chechik, G. and Meilijson, I. and Ruppin, E.},
	month = oct,
	year = {1998},
	pmid = {9744896},
	keywords = {Animals, Brain, Computer Simulation, Energy Metabolism, Humans, Memory, Models, Neurological, Primates, Synapses},
	pages = {1759--1777},
}

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