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PCNN与数学形态学在图像处理中的等价关系

Equivalence Relation Between PCNN and Mathematical Morphology in Image Processing

  • 摘要: 揭示了有生物学依据的脉冲耦合神经网络(PCNN)与数学形态学之间的本质关系,并以颗粒分析为例,进行了具体的分析,得到了首次提出的PCNN颗粒分析方法完全等价于一定结构元素下的数学形态学方法的结论.研究表明, PCNN进行图像处理时用到的脉冲并行传播特性完全等同于数学形态学中一定结构元素下的腐蚀运算,从而为数学形态学与PCNN之间的研究架起了桥梁.

     

    Abstract: This paper reveals the essential connection between mathematical morphology and pulse coupled neural network (PCNN) which has the biological background.Granulometry is analyzed in detail as an example to show this essential connection and we come to the conclusion that the PCNN granulometry algorithm we proposed in this paper is entirely equal to the granulometry algorithm based on mathematical morphology with certain structuring elements.In the meantime,our research shows that the parallel pulse transmission characteristic of PCNN in image processing is equal to the erosion computation of mathematical morphology.Therefore,this paper bridges the gap between mathematical morphology and PCNN.

     

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