Independent anatomical and functional measures of the V1/V2 boundary in human visual cortex

被引:74
作者
Bridge, H
Clare, S
Jenkinson, M
Jezzard, P
Parker, AJ
Matthews, PM
机构
[1] Univ Oxford, Physiol Lab, Oxford OX1 3PT, England
[2] Univ Oxford, Dept Clin Neurol, Oxford Ctr Funct Magnet Resonance Imaging Brain, Oxford, England
来源
JOURNAL OF VISION | 2005年 / 5卷 / 02期
关键词
primary visual cortex; high-resolution MRI; myeloarchitecture; stria of Gennari;
D O I
10.1167/5.2.1
中图分类号
R77 [眼科学];
学科分类号
100212 ;
摘要
The cerebral cortex has both anatomical and functional specialization, but the level of correspondence between the two in the human brain has remained largely elusive. Recent successes in high-resolution magnetic resonance imaging of myeloarchitecture patterns in the cortex suggest that it may now be possible to compare directly human anatomy and function in vivo. We independently investigated the anatomical and functional borders between primary and secondary human visual areas ( V1 and V2) in vivo. Functional borders were mapped with functional magnetic resonance imaging ( fMRI) using a narrow, vertical black and white contrast-reversing wedge. In three separate scanning sessions, anatomical images were collected at three different slice orientations ( 300 mum x 300 mum, slice thickness, 1.5 mm). The anatomical signature of V1 was determined by the presence of a hypointense band in the middle of the cortical gray matter. The band was identified in between 81% and 33% ( mean 57%) of V1 defined using fMRI, and less than 5% of the identified band was in cortex outside V1. Intensity profiles taken through the gray matter on the V1 and V2 sides of the functional border indicate a measurable difference in the size of the hypointense band for all subjects. This is the first demonstration that the definition of V1 by fMRI closely matches the anatomically defined striate cortex in the human brain. The development of very high-resolution structural MRI may permit the definition of cortical areas based on myeloarchitecture when functional definition is not possible.
引用
收藏
页码:93 / 102
页数:10
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