Gray-level morphology using linear structuring function
Zhou Xiaoqi, Baozong Yuan · 2002
Studies a morphology technique using the linear structuring function (LSF). Many properties of this LSF morphology have been proved, such as translational invariance, distributions and dualities, idempotent for multi-LSF. Experimental results have shown that operations using the LSF technique are characterized by a stronger ability to eliminate noise under some situations.>