Modeling and Decoding Complex Problem Solving Process by Artificial Neural Networks

Adil Kaan Akan, B. B. Kivilcim, Emre Akbas, Sharlene D. Newman, F. Yarman-Vural
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Abstract

It is hypothesized that the process of complex problem solving in human brain consists of two basic phases, namely, planning and execution. In this study, we propose a computational model in order to verify this hypothesis. For this purpose, we develop a holistic approach for decoding the planning and execution phases of complex problem solving, using the functional magnetic resonance imaging data (fMRI), recorded when the subjects play the Tower of London (TOL) game. In the first step of the proposed study, we estimate a brain network, called Artificial Brain Network (ABN), by designing an artificial neural network, whose weights correspond to the edge weights of the brain network established among the anatomic regions. Then, we decode the planning and execution tasks of complex problem slowing by training a multi-layer perceptron. It is shown that the edge weights of the artificial brain network capture the functional connectivity among anatomic brain regions. When trained on the edge weights of brain networks extracted from average BOLD activation of anatomical regions, the proposed model successfully discriminates the planning and execution phases of complex problem solving process. We compare the suggested computational brain network model to the state of the art models reported in the literature and observe that the decoding performance of the suggested model is better then the available methods in the literature.
基于人工神经网络的复杂问题求解过程建模与解码
假设人脑解决复杂问题的过程包括两个基本阶段,即计划和执行。在本研究中,我们提出了一个计算模型来验证这一假设。为此,我们开发了一种整体的方法来解码复杂问题解决的计划和执行阶段,使用功能磁共振成像数据(fMRI),当受试者玩伦敦塔(TOL)游戏时记录。在本研究的第一步,我们通过设计一个人工神经网络来估计一个称为人工脑网络(ABN)的脑网络,该神经网络的权重对应于在解剖区域之间建立的脑网络的边缘权重。然后,我们通过训练多层感知器来解码复杂问题的计划和执行任务。结果表明,人工脑网络的边缘权值反映了解剖脑区之间的功能连通性。当使用从解剖区域的平均BOLD激活提取的脑网络边缘权值进行训练时,该模型成功地区分了复杂问题解决过程的计划和执行阶段。我们将建议的计算脑网络模型与文献中报道的最先进模型进行了比较,并观察到建议模型的解码性能优于文献中可用的方法。
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