中文摘要：

本文用变形雅可比（p=4，q=3）-傅立叶矩，对红花粉末花粉粒的几个显微特征点图像进行重建实验，当N=M=13时，各种图像的重建图像能够恢复原始图像的主要特征，可以很清楚地分辨相同图像的不同变形体。这说明PJFM＇s的图像特征抽取性能非常强。随着矩数量的增加图像重建质量提高，并且N=M=23以后，重建图像和原始图像基本相同。

英文摘要：

Six microscopic characteristics of flos carthami were reconstructed by Pseudo - Jacobi （p = 4, q = 3 ） - Fourier Moments （PJFM＇s） ,when N = M = 13. The experimental result indicate that thed reconstructed images can recover main characteristics of original images and the different versions of a microscopic characteristic image can be successfully identified. So PJFM＇s have a better feature extraction ability. When N = M= 23, the reconstructed images ale extremely closer to original images.