Exploring the relationship between computational frameworks and neuroscience studies for sensorimotor learning and control

Ahmed Mahmood Khudhur
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Abstract

The relationship between computational frameworks and neuroscience studies is crucial for understanding sensorimotor learning and control. Various tools and frameworks, such as Bayesian decision theory, neural dynamics framework, and state space framework, have been used to explore this relationship. Bayesian decision theory provides a mathematical framework for studying sensorimotor control and learning. It suggests that the central nervous system constructs estimate of sensorimotor transformations through internal models and represents uncertainty to respond optimally to environmental stimuli. The neural dynamics framework analyzes patterns of neural activity to understand the computational mechanisms underlying sensorimotor control and learning. The state space framework assesses the structure of learning in the state space and helps understand how the brain transforms sensory input into motor output. Computational frameworks have provided valuable insights into sensorimotor learning and control. They have been used to study the organization of motor memories based on contextual rules and the role of structural learning in the sensorimotor system. These frameworks have also been employed to investigate the neural dynamics under sensorimotor control and learning tasks, as well as the effect of explicit strategies on sensorimotor learning. The interplay between computational frameworks and neuroscience studies has enhanced our understanding of sensorimotor learning and control. Bayesian decision theory, neural dynamics framework, and state space framework have provided valuable tools for studying the computational mechanisms underlying these processes. They have helped uncover the role of contextual information, structural learning, and neural dynamics in sensorimotor control and learning. Further research should continue exploring the relationship between computational frameworks and neuroscience studies in sensorimotor learning and control. This interdisciplinary approach can lead to a better understanding of how motor skills are learned, retained, and improved through targeted interventions. Additionally, the application of computational frameworks in clinical settings may help develop more effective rehabilitation strategies for individuals with motor impairments.
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探索感知运动学习和控制的计算框架与神经科学研究之间的关系
计算框架与神经科学研究之间的关系对于理解感觉运动学习和控制至关重要。贝叶斯决策理论、神经动力学框架和状态空间框架等各种工具和框架被用来探索这种关系。贝叶斯决策理论为研究感觉运动控制和学习提供了一个数学框架。该理论认为,中枢神经系统通过内部模型构建对感觉运动转换的估计,并表现出不确定性,从而对环境刺激做出最佳反应。神经动力学框架分析神经活动模式,以了解感觉运动控制和学习的计算机制。状态空间框架评估状态空间中的学习结构,帮助理解大脑如何将感觉输入转化为运动输出。计算框架为感知运动学习和控制提供了宝贵的见解。它们被用于研究基于上下文规则的运动记忆组织以及结构学习在感觉运动系统中的作用。这些框架还被用于研究感觉运动控制和学习任务下的神经动态,以及显性策略对感觉运动学习的影响。计算框架与神经科学研究之间的相互作用增强了我们对感觉运动学习和控制的理解。贝叶斯决策理论、神经动力学框架和状态空间框架为研究这些过程背后的计算机制提供了宝贵的工具。它们有助于揭示上下文信息、结构学习和神经动力学在感觉运动控制和学习中的作用。进一步的研究应继续探索计算框架与神经科学研究在感觉运动学习和控制中的关系。这种跨学科的研究方法可以让人们更好地了解运动技能是如何学习、保持和通过有针对性的干预改善的。此外,在临床环境中应用计算框架可能有助于为运动障碍患者制定更有效的康复策略。
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