Design-based stereology in neuroscience

被引:542
作者
Schmitz, C
Hof, PR
机构
[1] Univ Maastricht, Dept Psychiat & Neuropsychol, Div Cellular Neurosci, NL-6200 MD Maastricht, Netherlands
[2] European Grad Sch Neurosci, Maastricht, Netherlands
[3] CUNY Mt Sinai Sch Med, Dept Neurosci, New York, NY 10029 USA
[4] CUNY Mt Sinai Sch Med, Dept Geriatr & Adult Dev, New York, NY 10029 USA
关键词
brain; morphometry; neuron counts; stereology;
D O I
10.1016/j.neuroscience.2004.08.050
中图分类号
Q189 [神经科学];
学科分类号
071006 ;
摘要
Quantitative morphology of the CNS has recently undergone major developments. In particular, several new approaches, known as design-based stereologic methods, have become available and have been successfully applied to neuromorphological research. However, much confusion and uncertainty remains about the meaning, implications, and advantages of these design-based stereologic methods. The objective of this review is to provide some clarification. It does not comprise a full description of all stereologic methods available. Rather, it is written by users for users, provides the reader with a guided tour through the relevant literature. It has been the experience of the authors that most neuroscientists potentially interested in design-based stereology need to analyze volumes of brain regions, numbers of cells (neurons, glial cells) within these brain regions, mean volumes (nuclear, perikaryal) of these cells, length densities of linear biological structures such as vessels and nerve fibers within brain regions, and the cytoarchitecture of brain regions (i.e. the spatial distribution of cells within a region of interest). Therefore, a comprehensive introduction to design-based stereologic methods for estimating these parameters is provided. It is demonstrated that results obtained with design-based stereology are representative for the entire brain region of interest, and are independent of the size, shape, spatial orientation, and spatial distribution of the cells to be investigated. Also, it is shown that bias (i.e. systematic error) in results obtained with designbased stereology can be limited to a minimum, and that it is possible to assess the variability of these results. These characteristics establish the advantages of design-based stereologic methods in quantitative neuromorphology. (C) 2004 IBRO. Published by Elsevier Ltd. All rights reserved.
引用
收藏
页码:813 / 831
页数:19
相关论文
共 123 条
[21]   Tissue shrinkage and unbiased stereological estimation of particle number and size [J].
Dorph-Petersen, KA ;
Nyengaard, JR ;
Gundersen, HJG .
JOURNAL OF MICROSCOPY-OXFORD, 2001, 204 :232-246
[22]   Voronoi tessellation to study the numerical density and the spatial distribution of neurones [J].
Duyckaerts, C ;
Godefroy, G .
JOURNAL OF CHEMICAL NEUROANATOMY, 2000, 20 (01) :83-92
[23]   EVALUATION OF NEURONAL NUMERICAL DENSITY BY DIRICHLET TESSELLATION [J].
DUYCKAERTS, C ;
GODEFROY, G ;
HAUW, JJ .
JOURNAL OF NEUROSCIENCE METHODS, 1994, 51 (01) :47-69
[24]  
ELIAS H, 1983, GUIDE PRACTICAL STER
[25]   Short- and long-term effects of low-dose prenatal X-irradiation in mouse cerebral cortex, with special reference to neuronal migration [J].
Fushiki, S ;
HyodoTaguchi, Y ;
Kinoshita, C ;
Ishikawa, Y ;
Hirobe, T .
ACTA NEUROPATHOLOGICA, 1997, 93 (05) :443-449
[26]   Comparison of MR imaging against physical sectioning to estimate the volume of human cerebral compartments [J].
García-Fiñana, M ;
Cruz-Orive, LM ;
Mackay, CE ;
Pakkenberg, B ;
Roberts, N .
NEUROIMAGE, 2003, 18 (02) :505-516
[27]   Differential tissue shrinkage and compression in the z-axis:: implications for optical disector counting in vibratome-, plastic- and cryosections [J].
Gardella, D ;
Hatton, WJ ;
Rind, HB ;
Rosen, GD ;
von Bartheld, CS .
JOURNAL OF NEUROSCIENCE METHODS, 2003, 124 (01) :45-59
[28]   Unbiased stereological estimation of the total number of synapses in a brain region [J].
Geinisman, Y ;
Gundersen, HJG ;
VanderZee, E ;
West, MJ .
JOURNAL OF NEUROCYTOLOGY, 1996, 25 (12) :805-819
[29]  
Geuna S, 2000, J COMP NEUROL, V427, P333
[30]   The coefficient of error of optical fractionator population size estimates: a computer simulation comparing three estimators [J].
Glaser, EM ;
Wilson, PD .
JOURNAL OF MICROSCOPY, 1998, 192 :163-171