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Improvement of Accuracy for Gaussian Curvature Using Modification Neural Network

机译:改进神经网络改善高斯曲率的准确性

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This paper proposes a new approach to recover the relative magnitude of Gaussian curvature of the test object from four shading images using modified neural network. The method is expanded to an object with color texture using four shading images taken under the different light source directions. Neural network mapps four image irradiances on the test object onto a point on a sphere. The area value surrounded by four mapped points onto a sphere gives an approximate value of Gaussian curvature. To get more accurate Gaussian curvature, the modification neural network is introduced and learned for the synthesized 2-D basis function consisting of 2-D cosine function. It is shown that learnt NN gives better accuracy for the relative magnitude of Gaussian curvature of the test object.
机译:本文提出了一种新方法来利用修改的神经网络从四个着色图像中恢复测试对象的高斯曲率的相对大小。该方法使用在不同光源方向下拍摄的四个着色图像将该方法扩展到具有颜色纹理的物体。神经网络MAPP在测试对象上的四个图像辐射到球体上的点上。由四个映射点包围的区域值在球体上提供了高斯曲率的近似值。为了获得更准确的高斯曲率,为由2-D余弦功能组成的合成的二维基函数引入并学习了修改神经网络。结果表明,学习的NN为测试对象的高斯曲率的相对幅度提供了更好的准确性。

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