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RBF Neural Network Arithmetic and Applications in Surface Interpolation Reconstruction

机译:RBF神经网络算法及其在曲面插值重构中的应用

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摘要

Aiming at problems such as: surface interpolation reconstruction of points cloud data, surface hole filling and two simple surface connection, a neural network arithmetic was employed. Based on radial basis function neural network, simulated annealing was employed to adjust the network weights. The new arithmetic can approach any nonlinear function by arbitrary precision, and also keep the network from getting into local minimum for global optimization feature of simulated annealing. MATLAB program was compiled, experiments on points cloud data have been done employing this arithmetic, the result shows that this arithmetic can efficiently approach the surface with 10~(-4) mm error precision, and also the learning speed is quick and reconstruction surface is smooth.
机译:针对点云数据的曲面插值重构,曲面孔填充和两个简单​​曲面连接等问题,采用了神经网络算法。基于径向基函数神经网络,通过模拟退火来调整网络权重。该新算法可以以任意精度逼近任何非线性函数,并且还可以防止网络陷入局部最小值以实现模拟退火的全局优化功能。编译了MATLAB程序,利用该算法对点云数据进行了实验,结果表明,该算法可以有效地逼近曲面,误差精度为10〜(-4)mm,学习速度快,曲面重构效果好。光滑。

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