Structure of the fully connected layer.

Structure of the fully connected layer.

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Optical neural networks can effectively address hardware constraints and parallel computing efficiency issues inherent in electronic neural networks. However, the inability to implement convolutional neural networks at the all-optical level remains a hurdle. In this work, we propose an optical diffractive convolutional neural network (ODCNN) that i...

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... it is not necessary to consider the output form of the feature map, which can directly process through the fully connected layer, whether stacked or tiled. Figure 4 shows the structure of the fully connected layer. The fully connected layer is composed of a diffractive deep neural network. ...

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In 2018, a UCLA research group published an important paper on optical neural network (ONN) research in the journal Science. It developed the world’s first all-optical diffraction deep neural network (DNN) system, which can perform MNIST dataset classification tasks at near-light-speed. To be specific, the UCLA research group adopted a terahertz light source as the input, established the all-optical diffractive DNN ( ${{\rm{D}}^2}{\rm{NN}}$ D 2 N N ) model using the Rayleigh-Sommerfeld diffraction theory, optimized the model parameters using the stochastic gradient descent algorithm, and then used 3D printing technology to make the diffraction grating and built the ${{\rm{D}}^2}{\rm{NN}}$ D 2 N N system. This research opened a new ONN research direction. Here, we first review and analyze the development history and basic theory of artificial neural networks (ANNs) and ONNs. Second, we elaborate ${{\rm{D}}^2}{\rm{NN}}$ D 2 N N as holographic optical elements (HOEs) interconnected by free space light and describe the theory of ${{\rm{D}}^2}{\rm{NN}}$ D 2 N N . Then we cover the nonlinear research and application scenarios for ${{\rm{D}}^2}{\rm{NN}}$ D 2 N N . Finally, the future directions and challenges of ${{\rm{D}}^2}{\rm{NN}}$ D 2 N N are briefly discussed. Hopefully, our work can provide support and help to researchers who study the theory and application of ${{\rm{D}}^2}{\rm{NN}}$ D 2 N N in the future.