Introduction - If you have any usage issues, please Google them yourself
Mathematical morphology (Mathematical Morphology) was born in 1964, is a doctoral student School of Mines in Paris, France La Tour (J. Serra) and Mather wing instructors engaged in the iron core of the quantitative analysis of rock and forecast the value of its mining research in the " hit/hit transform" and the first time at the theoretical level the introduction of the expression of morphological established methods of particle analysis. Their work laid the theoretical foundation subjects, such as hit/hit transform, opening and closing operations, Boolean model and the prototype, such as texture analyzer. The basic idea of mathematical morphology is the structure of a certain form elements to measure and extract the corresponding image in order to achieve the shape of the image analysis and identification purposes.