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Neural Proxy Functions for Computati...
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Tseng, Ethan Fan Hei,
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Neural Proxy Functions for Computational Cameras and Displays /
紀錄類型:
書目-電子資源 : Monograph/item
正題名/作者:
Neural Proxy Functions for Computational Cameras and Displays // Ethan Fan Hei Tseng.
作者:
Tseng, Ethan Fan Hei,
面頁冊數:
1 electronic resource (207 pages)
附註:
Source: Dissertations Abstracts International, Volume: 86-12, Section: B.
Contained By:
Dissertations Abstracts International86-12B.
標題:
Computer science. -
電子資源:
https://pqdd.sinica.edu.tw/twdaoapp/servlet/advanced?query=32002952
ISBN:
9798280748989
Neural Proxy Functions for Computational Cameras and Displays /
Tseng, Ethan Fan Hei,
Neural Proxy Functions for Computational Cameras and Displays /
Ethan Fan Hei Tseng. - 1 electronic resource (207 pages)
Source: Dissertations Abstracts International, Volume: 86-12, Section: B.
Cameras and displays serve as portals between the physical world and the digital realm. We use cameras to take pictures of our environment and we use computer vision algorithms to analyze these digital images. These images and their associated analyses can then be shared with others through programmable displays ranging from smartphone screens to mixed reality headsets. However, despite their importance as gateways to the physical world, these hardware devices are still usually developed in isolation from the downstream software.We would like to be able to "learn" new cameras and displays in a manner similar to how modern machine learning models learn new functions by being trained on large volumes of data. Today's machine learning models are typically trained using some form of gradient descent and the parameters of the model are progressively updated over many iterations. Extending the same design strategy to cameras and displays is challenging because gradients may not be available (e.g., proprietary black-box systems) or the gradients may be too computationally expensive to acquire (e.g., full wave physics models). This dissertation introduces neural proxy functions to address and overcome these obstacles. Neural proxy functions act as differentiable approximations for systems that do not readily admit gradients. The gradients provided by neural proxy functions allow for the co-evolution of hardware and software, extending the reach of machine learning beyond the digital world.We demonstrate the utility of neural proxy functions through three research contributions: (1) Hyperparameter optimization of image signal processors that connect high-level visual machine learning (e.g., object detection) to low-level irradiance measurements recorded by a camera sensor. (2) Fast differentiable forward models for optical stacks consisting of both traditional optics and emerging nanophotonic elements. (3) Design of neural algorithms and optics for high-performance holographic displays.
English
ISBN: 9798280748989Subjects--Topical Terms:
523869
Computer science.
Subjects--Index Terms:
Computational imaging
Neural Proxy Functions for Computational Cameras and Displays /
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Cameras and displays serve as portals between the physical world and the digital realm. We use cameras to take pictures of our environment and we use computer vision algorithms to analyze these digital images. These images and their associated analyses can then be shared with others through programmable displays ranging from smartphone screens to mixed reality headsets. However, despite their importance as gateways to the physical world, these hardware devices are still usually developed in isolation from the downstream software.We would like to be able to "learn" new cameras and displays in a manner similar to how modern machine learning models learn new functions by being trained on large volumes of data. Today's machine learning models are typically trained using some form of gradient descent and the parameters of the model are progressively updated over many iterations. Extending the same design strategy to cameras and displays is challenging because gradients may not be available (e.g., proprietary black-box systems) or the gradients may be too computationally expensive to acquire (e.g., full wave physics models). This dissertation introduces neural proxy functions to address and overcome these obstacles. Neural proxy functions act as differentiable approximations for systems that do not readily admit gradients. The gradients provided by neural proxy functions allow for the co-evolution of hardware and software, extending the reach of machine learning beyond the digital world.We demonstrate the utility of neural proxy functions through three research contributions: (1) Hyperparameter optimization of image signal processors that connect high-level visual machine learning (e.g., object detection) to low-level irradiance measurements recorded by a camera sensor. (2) Fast differentiable forward models for optical stacks consisting of both traditional optics and emerging nanophotonic elements. (3) Design of neural algorithms and optics for high-performance holographic displays.
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