The construction of morphological filters by iteration of an arbitrary increasing operator is described. The role of continuity is emphasized. It is shown that the finite window operators are suitable for this. All translation-invariant operators that use finite structuring elements belong to this family
The paper discusses the behavior of some image filtering and segmentation approaches, focusing on te...
In the mathematical morphology context, a filter is an operator that is increasing and idempotent. W...
Graduation date: 1989Morphological filters have shown good performance in various image processing a...
The construction of morphological filters by iteration of an arbitrary increasing operator is descri...
An increasing operator is known as a filter if it is idempotent. Such filters are important for such...
textabstractA morphological filter is an operator on a complete lattice which is increasing and idem...
A well-known class of morphological filters are the alternating sequential filters. Such filters are...
This paper examines the set-theoretic interpretation of morphological filters in the framework of ma...
International audienceMany useful morphological filters are built as long concatenations of erosions...
The binary nature of document degradation decides the suitability of morphological methods for resto...
Abstract—This paper presents a novel design method for the structuring elements of morphological fil...
Morphological filters have shown good performance in various image processing applications. Furtherm...
This paper extends the theory of median, order-statistic (OS), and stack filters by using mathematic...
The characterization of the root signal sets of the most common digital morphological filters is pre...
textabstractThe median operator is a nonlinear (morphological) image transformation which has become...
The paper discusses the behavior of some image filtering and segmentation approaches, focusing on te...
In the mathematical morphology context, a filter is an operator that is increasing and idempotent. W...
Graduation date: 1989Morphological filters have shown good performance in various image processing a...
The construction of morphological filters by iteration of an arbitrary increasing operator is descri...
An increasing operator is known as a filter if it is idempotent. Such filters are important for such...
textabstractA morphological filter is an operator on a complete lattice which is increasing and idem...
A well-known class of morphological filters are the alternating sequential filters. Such filters are...
This paper examines the set-theoretic interpretation of morphological filters in the framework of ma...
International audienceMany useful morphological filters are built as long concatenations of erosions...
The binary nature of document degradation decides the suitability of morphological methods for resto...
Abstract—This paper presents a novel design method for the structuring elements of morphological fil...
Morphological filters have shown good performance in various image processing applications. Furtherm...
This paper extends the theory of median, order-statistic (OS), and stack filters by using mathematic...
The characterization of the root signal sets of the most common digital morphological filters is pre...
textabstractThe median operator is a nonlinear (morphological) image transformation which has become...
The paper discusses the behavior of some image filtering and segmentation approaches, focusing on te...
In the mathematical morphology context, a filter is an operator that is increasing and idempotent. W...
Graduation date: 1989Morphological filters have shown good performance in various image processing a...
DOI
Add to ORKG