CAJ | 학술논문

通过对交叉视觉皮层模型（ICM）运行特点的研究，揭示了ICM与数学形态学间的本质联系，并以颗粒分析为例进行了详尽的推导，得出ICM与一定结构元素下的数学形态学方法等效的结论．研究还发现，当ICM用于图像处理时，其脉冲并行传播特性行为完全等价于数学形态学中一定结构元素下的基本运算，从而为ICM日后的研究与发展提供了严谨的数学依据．
통과대교차시각피층모형（ICM）운행특점적연구，게시료ICM여수학형태학간적본질련계，병이과립분석위례진행료상진적추도，득출ICM여일정결구원소하적수학형태학방법등효적결론．연구환발현，당ICM용우도상처리시，기맥충병행전파특성행위완전등개우수학형태학중일정결구원소하적기본운산，종이위ICM일후적연구여발전제공료엄근적수학의거．
By researching on the function properties of Intersecting Cortical Model （ICM）, the inherent relations between ICM and Mathematical Morphology （MM） have been revealed. Moreover, the conclu- sion that ICM is equal to the MM algorithm with certain structuring elements can be deduced from the elaborate analysis of granule. Meanwhile, our study shows that the parallel pulse transmission behavior is entirely equivalent to the basic operators of MM with certain structuring elements. Obviously, the above conclusions provide ICM with precise mathematical bases which are beneficial to the intending researches and development of ICM a lot.