Hansen Kathleen A, Chu Carlton, Dickinson Annelise, Pye Brandon, Weller J Patrick, Ungerleider Leslie G
J Vis. 2015;15(13):15. doi: 10.1167/15.13.15.
Spatial selectivity, as measured by functional magnetic resonance imaging (fMRI) activity patterns that vary consistently with the location of visual stimuli, has been documented in many human brain regions, notably the occipital visual cortex and the frontal and parietal regions that are active during endogenous, goal-directed attention. We hypothesized that spatial selectivity also exists in regions that are active during exogenous, stimulus-driven attention. To test this hypothesis, we acquired fMRI data while subjects maintained passive fixation. At jittered time intervals, a briefly presented wedge-shaped array of rapidly expanding circles appeared at one of three contralateral or one of three ipsilateral locations. Positive fMRI activations were identified in multiple brain regions commonly associated with exogenous attention, including the temporoparietal junction, the inferior parietal lobule, and the inferior frontal sulcus. These activations were not organized as a map across the cortical surface. However, multivoxel pattern analysis of the fMRI activity correctly classified every pair of stimulus locations, demonstrating that patterns of fMRI activity were correlated with spatial location. These observations held for both contralateral and ipsilateral stimulus pairs as well as for stimuli of different textures (radial checkerboard) and shapes (squares and rings). Permutation testing verified that the obtained accuracies were not due to systematic biases and demonstrated that the findings were statistically significant.
空间选择性,通过功能磁共振成像(fMRI)活动模式来衡量,这种模式会随着视觉刺激的位置而持续变化,已在许多人类脑区得到证实,特别是枕叶视觉皮层以及在内源性、目标导向性注意力过程中活跃的额叶和顶叶区域。我们假设在外源性、刺激驱动性注意力过程中活跃的区域也存在空间选择性。为了验证这一假设,我们在受试者保持被动注视时采集了fMRI数据。在抖动的时间间隔,一个短暂呈现的由快速扩展的圆圈组成的楔形阵列出现在三个对侧位置之一或三个同侧位置之一。在多个通常与外源性注意力相关的脑区中发现了正向fMRI激活,包括颞顶联合区、顶下小叶和额下回沟。这些激活并非在整个皮质表面组织成一幅图谱。然而,fMRI活动的多体素模式分析正确地对每对刺激位置进行了分类,表明fMRI活动模式与空间位置相关。这些观察结果对于对侧和同侧刺激对以及不同纹理(径向棋盘格)和形状(正方形和环形)的刺激均成立。置换检验证实所获得的准确率并非由于系统偏差,并表明这些发现具有统计学意义。