Illumination Angular Spectrum Encoding for Controlling the Functionality of Diffractive Networks

Matan Kleiner, Lior Michaeli, Tomer Michaeli
1/8/2026
physics.opticscs.CVcs.LG

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Abstract

Diffractive neural networks have recently emerged as a promising framework for all-optical computing. However, these networks are typically trained for a single task, limiting their potential adoption in systems requiring multiple functionalities. Existing approaches to achieving multi-task functionality either modify the mechanical configuration of the network per task or use a different illumination wavelength or polarization state for each task. In this work, we propose a new control mechanism, which is based on the illumination's angular spectrum. Specifically, we shape the illumination using an amplitude mask that selectively controls its angular spectrum. We employ different illumination masks for achieving different network functionalities, so that the mask serves as a unique task encoder. Interestingly, we show that effective control can be achieved over a very narrow angular range, within the paraxial regime. We numerically illustrate the proposed approach by training a single diffractive network to perform multiple image-to-image translation tasks. In particular, we demonstrate translating handwritten digits into typeset digits of different values, and translating handwritten English letters into typeset numbers and typeset Greek letters, where the type of the output is determined by the illumination's angular components. As we show, the proposed framework can work under different coherence conditions, and can be combined with existing control strategies, such as different wavelengths. Our results establish the illumination angular spectrum as a powerful degree of freedom for controlling diffractive networks, enabling a scalable and versatile framework for multi-task all-optical computing.

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Cite this paper

@article{kleiner2026illumination,
  title  = {Illumination Angular Spectrum Encoding for Controlling the Functionality of Diffractive Networks},
  author = {Matan Kleiner and Lior Michaeli and Tomer Michaeli},
  year   = {2026},
  eprint = {2601.04825},
  archivePrefix = {arXiv},
  url    = {http://arxiv.org/abs/2601.04825v1}
}

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