Titlebook: Mathematical Morphology and Its Application to Signal and Image Processing; 9th International Sy Michael H. F. Wilkinson,Jos B. T. M. Roerd

lipoatrophy

BOGUS

Bipolar Fuzzy Mathematical Morphology for Spatial Reasoning pairs of “opposite” spatial relations such as left and right. Imprecision should also be taken into account, and fuzzy sets is then an appropriate formalism. In this paper, we propose to handle such information based on mathematical morphology operators, extended to the case of bipolar fuzzy sets.

scrape

暖昧关系

Hyperconnectivity, Attribute-Space Connectivity and Path Openings: Theoretical Relationshipsed axiomatic framework based on hyperconnectivity operators, which are the hyperconnected equivalents of connectivity openings, it is shown that path openings are a special case of hyperconnected area openings. The new axiomatics also yield insight into the relationship between hyperconnectivity and

拥护者

KEGEL

prostate-gland

Levelings and Geodesic Reconstructionso-called self-dual geodesic transformations. Some fundamental aspects of these transformations are analyzed, such as whether they are actually levelings, and whether they can treat each grain or pore independently from the rest (connected-component locality). As will be shown, one of the geodesic se

客观

A Comparison of Spatial Pattern Spectra Various methods have been proposed to address this problem. In this paper we compare several of these on both texture classification and image retrieval. Results show that Size Density Spectra are most versatile, and least sensitive to parameter settings.

Guaff豪情痛饮

称赞

Spatially-Variant Anisotropic Morphological Filters Driven by Gradient Fieldsion/erosion and opening/closing for gray-level images using exclusively the structuring function, without resorting to complement. This sound theoretical framework allows to build morphological operators whose structuring elements can locally adapt their orientation across the dominant direction of