摘要
作为数学形态学的发展,本文阐述基于p分位变换的一般图象形态学的基本内容。考察图象形态变换的一系列重要特性,并分别就二值图象、多值图象和数字离散图象讨论其形态分析方法:构成形态函数,提取形态参量和生成随机形态变量。同时简介它们在图象处理与模式识别中的应用。
For the development of mathematical morphology, the general image-morphology is investigated. A series of important properties of morphologic transformation of image are given, and the methods of morphologic analysis of binary image, multi-value image and digital discrete image are discussed. Meanwhile, the applications to image processing and pattern recognition are briefly expounded.
出处
《电子学报》
EI
CAS
CSCD
北大核心
1990年第3期55-62,共8页
Acta Electronica Sinica
