数学形态学在血管学研究中的应用。
Application of mathematical morphology in angiologic studies.
作者信息
Kedzia A
机构信息
Department of Anatomy, Wrocław University School of Medicine.
出版信息
Folia Morphol (Warsz). 1995;54(4):249-58.
Application of mathematical morphology in morphologic sciences was tested. Two aspects were evaluated, cognitive and utilitarian on analyzing enigmatic objects in TK and searching for particular elements in angiologic photos taken in infrared. The results prove many application possibilities of the method. Combination of modern techniques: infrared, Pickworths method, TK, and image transformation delivers many new data. Mathematical morphology selects interesting details and rejects redundant information.
测试了数学形态学在形态科学中的应用。在分析传统知识中的神秘对象以及在红外血管造影照片中寻找特定元素方面，从认知和实用性两个方面进行了评估。结果证明了该方法具有许多应用可能性。现代技术的结合：红外、皮克沃思方法、传统知识和图像变换提供了许多新数据。数学形态学可以选择有趣的细节并排除冗余信息。
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