目的探讨甲状腺微小癌的形态学编码，使编码更确切、更准确。
Objective To elucidate the morphological coding of thyroid mini carcinoma, making the coding more value and actual.
阐述了作者在实践中建立形态学矩阵，并运用计算机编制要素特征编码列表和求解合理可行的装配方案方面的一些探索。
Many factors are studied in this paper. Such as to establish the morphological matrix, to program feature codes of elements with the computer, to get rational, feasible assembly solutions and etc.
编码的目的在于通过联合变换相关器来一步实现形态学中的击中击不中变换。
The aim of such encoding is to perform joint rank order hit or miss transform in one step.
彩色形态变换作为一种数学形态学方法在彩色空间的延拓，可有效地应用于图象处理、图象编码和目标形状特征提取等。
As an extension of mathematical morphology to color space, the proposed transformation can be efficiently used in color image processing, image encoding and shape features extraction of objects, etc.
本文提出了一种基于数学形态学算子的分形图像编码方法。
A fractal image coding based on morphological operators is presented in this paper.
本文应用遗传算法，采用基于“链码”的编码方式和数学形态学的变异算子，设计了一种连续体结构拓扑优化的新方法。
A novel algorithm for topology optimization of continuum structures has been designed on the basis of "chain-code" encoding and mathematical morphologic operators.
基于数学形态学的对偶法则以及数学形态学理论与线性位移不变系统理论间的关系，引入了偏振编码技术，提出使击中与否运算通过单通道取零阈值非相干光学相关器来实现的方案。
With polarization encoding, the scheme combines the foreground and background of an image into an encoded image, so the hit-miss transform can be completed by an erosion operator, one-channel re.
用形态学方法对海图信息进行压缩和恢复，然后用游程编码对骨架进行编码和解码，达到用最少的空间存储最多的信息。
This paper presents a new method, in which nautical chart information can be compressed and restored by mathematical morphology technique.
用形态学方法对海图信息进行压缩和恢复，然后用游程编码对骨架进行编码和解码，达到用最少的空间存储最多的信息。
This paper presents a new method, in which nautical chart information can be compressed and restored by mathematical morphology technique.
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