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Abstract
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| This paper studies morphological connected operators. Particularly, it focuses on an adjacency constraint, as well as on the so-called set levelings. Two important findings are reported in this work. First, the relationships between the so-called adjacency stable operators and set levelings are investigated, and an equivalence is established. This is an important result about how these concepts have been chronologically introduced, and it permits to apply some properties to the related operator class. Second, the implications and limits of a property about expressing certain connected operators as a sequential composition of an opening and a closing (and vice-versa) based on markers are discussed. Then, a commutative property for attribute alternated filters is presented. | |
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International
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Si |
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JCR
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Si |
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Title
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IMAGE AND VISION COMPUTING |
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ISBN
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0262-8856 |
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Impact factor JCR
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1,474 |
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Impact info
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Volume
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Journal number
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28 |
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From page
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1483 |
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To page
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1490 |
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Month
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ENERO |
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Ranking
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