Institute of Mathematical Problems of Biology, The Branch of Keldysh Institute of Applied Mathematics of Russian Academy of Sciences, Pushchino, 142290, Russia.
Institute of Mathematical Problems of Biology, The Branch of Keldysh Institute of Applied Mathematics of Russian Academy of Sciences, Pushchino, 142290, Russia; School of Computing and Mathematics, Plymouth University, Plymouth, PL4 8AA, United Kingdom.
Neural Netw. 2017 Mar;87:1-7. doi: 10.1016/j.neunet.2016.12.003. Epub 2016 Dec 10.
We present an oscillatory neural network model that can account for reaction times in visual search experiments. The model consists of a central oscillator that represents the central executive of the attention system and a number of peripheral oscillators that represent objects in the display. The oscillators are described as generalized Kuramoto type oscillators with adapted parameters. An object is considered as being included in the focus of attention if the oscillator associated with this object is in-phase with the central oscillator. The probability for an object to be included in the focus of attention is determined by its saliency that is described in formal terms as the strength of the connection from the peripheral oscillator to the central oscillator. By computer simulations it is shown that the model can reproduce reaction times in visual search tasks of various complexities. The dependence of the reaction time on the number of items in the display is represented by linear functions of different steepness which is in agreement with biological evidence.
我们提出了一个可以解释视觉搜索实验中反应时间的振荡神经网络模型。该模型由一个中央振荡器组成,代表注意力系统的中央执行器,以及一些表示显示中物体的外围振荡器。振荡器被描述为具有自适应参数的广义 Kuramoto 型振荡器。如果与该物体相关联的振荡器与中央振荡器同相,则认为该物体被包含在注意力焦点中。物体被包含在注意力焦点中的概率取决于其显着性,这在形式上被描述为从外围振荡器到中央振荡器的连接强度。通过计算机模拟表明,该模型可以再现各种复杂程度的视觉搜索任务中的反应时间。反应时间与显示中项目数量的关系由不同陡峭度的线性函数表示,这与生物学证据一致。