Institute of Neural Information Processing, University of Ulm, Ulm, Germany.
PLoS One. 2011;6(7):e21254. doi: 10.1371/journal.pone.0021254. Epub 2011 Jul 21.
The computation of pattern motion in visual area MT based on motion input from area V1 has been investigated in many experiments and models attempting to replicate the main mechanisms. Two different core conceptual approaches were developed to explain the findings. In integrationist models the key mechanism to achieve pattern selectivity is the nonlinear integration of V1 motion activity. In contrast, selectionist models focus on the motion computation at positions with 2D features.
METHODOLOGY/PRINCIPAL FINDINGS: Recent experiments revealed that neither of the two concepts alone is sufficient to explain all experimental data and that most of the existing models cannot account for the complex behaviour found. MT pattern selectivity changes over time for stimuli like type II plaids from vector average to the direction computed with an intersection of constraint rule or by feature tracking. Also, the spatial arrangement of the stimulus within the receptive field of a MT cell plays a crucial role. We propose a recurrent neural model showing how feature integration and selection can be combined into one common architecture to explain these findings. The key features of the model are the computation of 1D and 2D motion in model area V1 subpopulations that are integrated in model MT cells using feedforward and feedback processing. Our results are also in line with findings concerning the solution of the aperture problem.
CONCLUSIONS/SIGNIFICANCE: We propose a new neural model for MT pattern computation and motion disambiguation that is based on a combination of feature selection and integration. The model can explain a range of recent neurophysiological findings including temporally dynamic behaviour.
许多试图复制主要机制的实验和模型都研究了基于 V1 运动输入的视觉区域 MT 中的模式运动计算。为了解释这些发现,提出了两种不同的核心概念方法。在整体论模型中,实现模式选择性的关键机制是 V1 运动活动的非线性整合。相比之下,选择论模型侧重于具有 2D 特征的位置的运动计算。
方法/主要发现:最近的实验表明,这两个概念单独都不足以解释所有的实验数据,并且大多数现有的模型都无法解释所发现的复杂行为。对于像 II 型斜纹这样的刺激,MT 模式选择性会随时间从矢量平均值变化到由约束规则的交点或特征跟踪计算的方向。此外,刺激在 MT 细胞感受野内的空间排列也起着至关重要的作用。我们提出了一个递归神经网络模型,展示了如何将特征整合和选择结合到一个共同的架构中,以解释这些发现。该模型的关键特征是在模型 V1 子群体中计算 1D 和 2D 运动,然后使用前馈和反馈处理在模型 MT 细胞中进行整合。我们的结果也与关于孔径问题解决方案的发现一致。
结论/意义:我们提出了一种新的用于 MT 模式计算和运动歧义消除的神经模型,它基于特征选择和整合的结合。该模型可以解释一系列最近的神经生理学发现,包括时间动态行为。