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顶叶皮层的突显图:成像和计算建模。

Salience maps in parietal cortex: imaging and computational modeling.

机构信息

Department of Experimental Psychology, Ghent University, 9000 Ghent, Belgium.

出版信息

Neuroimage. 2010 Sep;52(3):1005-14. doi: 10.1016/j.neuroimage.2010.01.060. Epub 2010 Jan 25.

DOI:10.1016/j.neuroimage.2010.01.060
PMID:20100583
Abstract

Models of spatial attention are often based on the concept of a salience map. In computational cognitive neuroscience, such maps are implemented as a collection of nodes with self-excitation and lateral inhibition between all nodes (competitive interaction map). Here, we test some critical predictions of this idea. We argued that task demands, more precisely the level of attention required, can top-down modulate the level of lateral inhibition in a salience map, and thus induce different activation functions. We first show that a model with a high lateral inhibition parameter generates a monotonous activation curve as a function of set size similar to that typically observed in the literature (e.g. Todd and Marois, 2004). Next, we show that a competitive interaction map with medium lateral inhibition leads to a Lambda-shaped activation curve when set sizes increase. This prediction is confirmed in an fMRI experiment with medium attention demands where a similar Lambda-shaped activation curve is found in a posterior superior parietal area that was proposed to house a salience map (Todd and Marois, 2004). Finally, we show that a qualitatively different V-shaped activation curve is predicted with a very low inhibition parameter. An fMRI experiment with low attentional demands revealed this V-shaped activation curve in the same region. These findings provide critical support for the existence of a salience map based on competitive interactions in posterior superior parietal cortex, and suggest that its parameters (in particular, lateral inhibition) can be modulated in a top down manner dependent on task demands.

摘要

空间注意模型通常基于显著图的概念。在计算认知神经科学中,这样的地图被实现为具有自我激励和所有节点之间的侧向抑制的节点集合(竞争交互地图)。在这里,我们测试了这个想法的一些关键预测。我们认为,任务要求,更准确地说是所需的注意力水平,可以自上而下地调节显著图中侧向抑制的水平,从而诱导不同的激活函数。我们首先表明,具有高侧向抑制参数的模型生成单调的激活曲线作为集合大小的函数,类似于文献中通常观察到的曲线(例如 Todd 和 Marois,2004)。接下来,我们表明,当集合尺寸增加时,具有中等侧向抑制的竞争交互图会导致 Lambda 形激活曲线。在具有中等注意力需求的 fMRI 实验中证实了这一预测,在该实验中,在后上顶叶区域中发现了类似的 Lambda 形激活曲线,该区域被提议为一个显著图(Todd 和 Marois,2004)。最后,我们表明,非常低的抑制参数预测出定性上不同的 V 形激活曲线。具有低注意力需求的 fMRI 实验揭示了该区域中的 V 形激活曲线。这些发现为基于后上顶叶皮层竞争相互作用的显著图的存在提供了关键支持,并表明其参数(特别是侧向抑制)可以根据任务要求自上而下地调节。

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