Total regional and global number of synapses in the human brain neocortex
暂无分享,去创建一个
H. Gundersen | J. Nyengaard | J. Nyengaard | Y. Tang | D. D. De Groot | D. D. de Groot | Didima M G de Groot | Yong Tang
[1] W. R. Thompson,et al. THE GEOMETRIC PROPERTIES OF MICROSCOPIC CONFIGURATIONS. I. GENERAL ASPECTS OF PROJECTOMETRY , 1932 .
[2] F E Bloom,et al. Fine structural and cytochemical analysis of the staining of synaptic junctions with phosphotungstic acid. , 1968, Journal of ultrastructure research.
[3] M J West,et al. A computerized method of determining the number of synaptic contacts in a volume of cerebral cortex * , 1972, Journal of microscopy.
[4] D. D. De Groot,et al. Quantitative stereology of synapses: a critical investigation. , 1973, Brain research.
[5] K. F. Schroeder,et al. Morphometric studies of the neuropathological changes in choreatic diseases , 1976, Journal of the Neurological Sciences.
[6] H. Gundersen,et al. Notes on the estimation of the numerical density of arbitrary profiles: the edge effect , 1977 .
[7] T M Mayhew,et al. Stereological approach to the study of synapse morphometry with particular regard to estimating number in a volume and on a surface , 1979, Journal of neurocytology.
[8] D. Jones,et al. Quantitation of terminal parameters and their interrelationships in maturing central synapses: A perspective for experimental studies , 1980, Brain Research.
[9] R. Østerby,et al. Optimizing sampling efficiency of stereological studies in biology: or ‘Do more less well!‘ , 1981, Journal of microscopy.
[10] R. Verwer,et al. The effect of shape assumptions on the estimation of the numerical density of synapses from thin sections. , 1982, Progress in brain research.
[11] H J Gundersen,et al. Sampling problems in an heterogeneous organ: Quantitation of relative and total volume of pancreatic islets by light microscopy , 1983, Journal of microscopy.
[12] E. Bierman,et al. The complex‐shaped ‘perforated’ synapse, a problem in quantitative stereology of the brain , 1983, Journal of microscopy.
[13] D. C. Sterio. The unbiased estimation of number and sizes of arbitrary particles using the disector , 1984, Journal of microscopy.
[14] F. Morrell,et al. Aged rats need a preserved complement of perforated axospinous synapses per hippocampal neuron to maintain good spatial memory , 1986, Brain Research.
[15] C. Pieri,et al. Quantitative investigation of the morphological plasticity of synaptic junctions in rat dentate gyrus during aging , 1986, Brain Research.
[16] Didima M. G. de Groot,et al. A critical evaluation of methods for estimating the numerical density of synapses , 1986, Journal of Neuroscience Methods.
[17] W. Levy,et al. Changes in the numerical density of synaptic contacts with long‐term potentiation in the hippocampal dentate gyrus , 1986, The Journal of comparative neurology.
[18] H. Gundersen. Stereology of arbitrary particles * , 1986, Journal of microscopy.
[19] H. J. G. Gundersen,et al. The impact of recent stereological advances on quantitative studies of the nervous system , 1986, Journal of Neuroscience Methods.
[20] H J Gundersen,et al. The efficiency of systematic sampling in stereology and its prediction * , 1987, Journal of microscopy.
[21] F. Morrell,et al. Axospinous synapses with segmented postsynaptic densities: a morphologically distinct synaptic subtype contributing to the number of profiles of ‘perforated’ synapses visualized in random sections , 1987, Brain Research.
[22] I. Adams. Plasticity of the synaptic contact zone following loss of synapses in the cerebral cortex of aging humans , 1987, Brain Research.
[23] D. Mann,et al. A quantitative morphometric analysis of the neuronal and synaptic content of the frontal and temporal cortex in patients with Alzheimer's disease , 1987, Journal of the Neurological Sciences.
[24] H. J. G. GUNDERSEN,et al. Some new, simple and efficient stereological methods and their use in pathological research and diagnosis , 1988, APMIS : acta pathologica, microbiologica, et immunologica Scandinavica.
[25] T F Bendtsen,et al. Unbiased estimation of particle number using sections—an historical perspective with special reference to the stereology of glomeruli , 1989, Journal of microscopy.
[26] C V Howard,et al. The total number of neurons in the human neocortex unbiasedly estimated using optical disectors , 1990, Journal of microscopy.
[27] T. Petit,et al. Quantifying synaptic number and structure: effects of stain and post-mortem delay , 1990, Brain Research.
[28] Leyla deToledo-Morrell,et al. Induction of long-term potentiation is associated with an increase in the number of axospinous synapses with segmented postsynaptic densities , 1991, Brain Research.
[29] H. Gundersen,et al. Unbiased stereological estimation of the total number of neurons in the subdivisions of the rat hippocampus using the optical fractionator , 1991, The Anatomical record.
[30] Richard E. Coggeshall,et al. Verification of the disector method for counting neurons, with comments on the empirical method , 1991, The Anatomical record.
[31] W. Meier-Ruge,et al. Enlargement of synaptic size as a compensative reaction in aging and dementia. , 1992, Pathology, research and practice.
[32] F. Morrell,et al. Age‐related loss of axospinous synapses formed by two afferent systems in the rat dentate gyrus as revealed by the unbiased stereological dissector technique , 1992, Hippocampus.
[33] J. Nyengaard,et al. The number of glomerular capillaries estimated by an unbiased and efficient stereological method , 1993, Journal of microscopy.
[34] J R Nyengaard,et al. The Conneulor: unbiased estimation of connectivity using physical disectors under projection. , 1993, Bone.
[36] H. J. G. Gundersen,et al. Unbiased stereological estimation of the total number of synapses in a brain region , 1996, Journal of neurocytology.
[37] B. Pakkenberg,et al. Neocortical neuron number in humans: Effect of sex and age , 1997, The Journal of comparative neurology.
[38] Yong Tang,et al. A stereological method for estimating the total length and size of myelin fibers in human brain white matter , 1997, Journal of Neuroscience Methods.
[39] G. Arbuthnott,et al. Plasticity of Synapses in the Rat Neostriatum after Unilateral Lesion of the Nigrostriatal Dopaminergic Pathway , 1998, The Journal of Neuroscience.