Learning in Optical Neural Networks

D. Brady, K. Hsu, D. Psaltis
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引用次数: 2

Abstract

In this paper we will review recent advances in training optical neural networks. We will focus on holographic implementations using photorefractive crystals [1]. The vast majority of learning algorithms in neural networks are based on some form of generalized “Hebbian Learning”. With Hebbian learning the strength of the connection between two neurons is modified in proportion to the product (or possibly some other simple function) of the activation functions of the two neurons. These activation functions are typically the neuron response and error signals. The multiplicative Hebbian rule can be implemented if the hologram that connects two neurons is formed as the interference of two light beams generated by the two neurons. This simple and elegant method for training an individual connection can also form the basis for training large optical networks. There are several issues that need to be addressed however before such networks can be constructed. The following is a partial list of these issues, assuming photorefractives are selected as the synapse medium: 1. Architectures for Multiple Holographic Interconnections with 2-D and 3-D Media. 2. Recording Dynamics and Hologram Dynamic Range. 3. Suitable Devices for Neuron Implementation.
光学神经网络中的学习
本文将回顾近年来在训练光神经网络方面的研究进展。我们将专注于光折变晶体[1]的全息实现。神经网络中的绝大多数学习算法都是基于某种形式的广义“Hebbian学习”。在Hebbian学习中,两个神经元之间的连接强度根据两个神经元的激活函数的乘积(或者可能是其他一些简单函数)的比例进行修改。这些激活函数是典型的神经元响应和错误信号。如果连接两个神经元的全息图是由两个神经元产生的两束光的干涉形成的,则可以实现乘法Hebbian规则。这种训练单个连接的简单而优雅的方法也可以形成训练大型光网络的基础。然而,在建立这样的网络之前,有几个问题需要解决。以下是这些问题的部分列表,假设选择光折射物作为突触介质:基于二维和三维介质的多重全息互连体系结构。记录动力学和全息图动态范围。适合神经元实现的设备。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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