Optical neural network architecture for deep learning with the temporal synthetic dimension
Bo Peng, Shuo Yan, Dali Cheng, Danying Yu, Zhanwei Liu, Vladislav V., Yakovlev, Luqi Yuan, and Xianfeng Chen

TL;DR
This paper proposes a novel optical neural network architecture utilizing synthetic dimensions in the time domain within a single resonator, enabling flexible and reconfigurable deep learning applications in photonics.
Contribution
It introduces a new approach to optical neural networks using synthetic time dimensions in a single resonator, combining linear transformations and nonlinear components for deep learning.
Findings
Successfully demonstrated digit recognition using the proposed optical neural network.
Showed effective classification of optical pulse train distributions.
Validated the feasibility of synthetic dimension-based photonic deep learning.
Abstract
The physical concept of synthetic dimensions has recently been introduced into optics. The fundamental physics and applications are not yet fully understood, and this report explores an approach to optical neural networks using synthetic dimension in time domain, by theoretically proposing to utilize a single resonator network, where the arrival times of optical pulses are interconnected to construct a temporal synthetic dimension. The set of pulses in each roundtrip therefore provides the sites in each layer in the optical neural network, and can be linearly transformed with splitters and delay lines, including the phase modulators, when pulses circulate inside the network. Such linear transformation can be arbitrarily controlled by applied modulation phases, which serve as the building block of the neural network together with a nonlinear component for pulses. We validate the…
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