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Integrating probabilistic models of perception and interactive neural networks: a historical and tutorial review

机译:整合感知和交互式神经网络的概率模型:历史和教程评论

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摘要

This article seeks to establish a rapprochement between explicitly Bayesian models of contextual effects in perception and neural network models of such effects, particularly the connectionist interactive activation (IA) model of perception. The article is in part an historical review and in part a tutorial, reviewing the probabilistic Bayesian approach to understanding perception and how it may be shaped by context, and also reviewing ideas about how such probabilistic computations may be carried out in neural networks, focusing on the role of context in interactive neural networks, in which both bottom-up and top-down signals affect the interpretation of sensory inputs. It is pointed out that connectionist units that use the logistic or softmax activation functions can exactly compute Bayesian posterior probabilities when the bias terms and connection weights affecting such units are set to the logarithms of appropriate probabilistic quantities. Bayesian concepts such the prior, likelihood, (joint and marginal) posterior, probability matching and maximizing, and calculating vs. sampling from the posterior are all reviewed and linked to neural network computations. Probabilistic and neural network models are explicitly linked to the concept of a probabilistic generative model that describes the relationship between the underlying target of perception (e.g., the word intended by a speaker or other source of sensory stimuli) and the sensory input that reaches the perceiver for use in inferring the underlying target. It is shown how a new version of the IA model called the multinomial interactive activation (MIA) model can sample correctly from the joint posterior of a proposed generative model for perception of letters in words, indicating that interactive processing is fully consistent with principled probabilistic computation. Ways in which these computations might be realized in real neural systems are also considered.
机译:本文试图在感知的上下文效应的贝叶斯模型与这种效应的神经网络模型(尤其是感知的连接主义互动激活(IA)模型)之间建立一种和睦的关系。本文部分是历史回顾,部分是教程,回顾了概率贝叶斯方法来理解感知以及感知如何可能被上下文影响,还回顾了有关如何在神经网络中进行此类概率计算的想法,重点是上下文在交互式神经网络中的作用,其中自下而上和自上而下的信号都影响感觉输入的解释。应当指出,当将影响此类单元的偏差项和连接权重设置为适当概率量的对数时,使用logistic或softmax激活函数的连接主义单元可以准确地计算贝叶斯后验概率。贝叶斯概念,例如先验,似然,(联合和边际)后验,概率匹配和最大化以及从后验计算与采样的比较,都经过了审查,并与神经网络计算相联系。概率和神经网络模型与概率生成模型的概念显式链接,该模型描述了潜在的感知目标(例如,说话者或其他感觉刺激源所意图的单词)与到达感知者的感觉输入之间的关系。用于推断基本目标。它显示了一个新版本的IA模型(称为多项式交互式激活(MIA)模型)如何从拟议的生成模型的联合后验中正确采样以感知单词中的字母,这表明交互式处理与原理概率计算完全一致。还考虑了在实际的神经系统中可能实现这些计算的方式。

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