衍射
折射率
梯度下降
反问题
反向
光学
反向传播
图层(电子)
衍射层析成像
逆散射问题
人工神经网络
光散射
断层摄影术
计算机科学
基质(化学分析)
材料科学
散射
物理
人工智能
数学
数学分析
几何学
复合材料
作者
William Pierré,Lionel Hervé,Cédric Allier,Sophie Morales,Sergei Grudinin,Shwetadwip Chowdhury,Laura Waller,Christophe Arnoult,Pierre F. Ray,Magali Dhellemmes
摘要
Optical diffraction tomography allows retrieving the 3D refractive index in a non-invasive and label-free manner. A sample is illuminated from various angles and the intensity of the diffracted light is recorded. The light wave can be calculated layer after layer and the inverse problem is usually solved using a gradient descent based algorithm. Here we propose a solution to solve the inverse problem using a neural network where the weights of each layer are the unknown refractive index of the object. Importantly, the matrix product between each layers is replaced by the physics of light propagation.
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