论文标题
低内存IoT设备的神经网络和MNIST图像识别,使用基于Logistic Map的内核
Neural Network for Low-Memory IoT Devices and MNIST Image Recognition Using Kernels Based on Logistic Map
论文作者
论文摘要
这项研究提出了一个基于逻辑映射(LogNnet)过滤器的神经网络。 LogNnet具有前馈网络结构,但具有储层神经网络的特性。由经常性的逻辑映射设置的输入权重矩阵形成内核,该内核将输入空间转换为较高维度的特征空间。 MNIST-10的手写数字的最有效识别是在Logistic Map的混乱行为下发生的。获得了分类精度与Lyapunov指数值的相关性。物联网设备上LogNnet实现的优势是在使用内存中的大量节省。同时,LogNnet具有简单的算法和性能指标,可与目前可用的最佳资源有效算法相当。呈现的网络体系结构使用了一系列重量,总存储器大小为1至29 kb,并达到80.3-96.3%的分类精度。由于处理器而保存存储器,该处理器使用逻辑映射的分析方程式在网络操作过程中依次计算所需的权重系数。提出的神经网络可用于基于内存有限的受限设备的人工智能实现,这是在现代物联网环境中创建环境智能的组成部分。从研究的角度来看,LogNnet可以有助于理解混乱对储层型神经网络行为的基本问题。
This study presents a neural network which uses filters based on logistic mapping (LogNNet). LogNNet has a feedforward network structure, but possesses the properties of reservoir neural networks. The input weight matrix, set by a recurrent logistic mapping, forms the kernels that transform the input space to the higher-dimensional feature space. The most effective recognition of a handwritten digit from MNIST-10 occurs under chaotic behavior of the logistic map. The correlation of classification accuracy with the value of the Lyapunov exponent was obtained. An advantage of LogNNet implementation on IoT devices is the significant savings in memory used. At the same time, LogNNet has a simple algorithm and performance indicators comparable to those of the best resource-efficient algorithms available at the moment. The presented network architecture uses an array of weights with a total memory size from 1 to 29 kB and achieves a classification accuracy of 80.3-96.3%. Memory is saved due to the processor, which sequentially calculates the required weight coefficients during the network operation using the analytical equation of the logistic mapping. The proposed neural network can be used in implementations of artificial intelligence based on constrained devices with limited memory, which are integral blocks for creating ambient intelligence in modern IoT environments. From a research perspective, LogNNet can contribute to the understanding of the fundamental issues of the influence of chaos on the behavior of reservoir-type neural networks.