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Fuzzy Temporal Random Sets with an Application to Cell Biology., , , , , and . FUZZ-IEEE, page 1-6. IEEE, (2007)Measuring Spatiotemporal Dependencies in Bivariate Temporal Random Sets with Applications to Cell Biology., , , , , , and . IEEE Trans. Pattern Anal. Mach. Intell., 30 (9): 1659-1671 (2008)Morphometric Analysis of Human Corneal Endothelium by Means of Spatial Point Patterns., , and . IJPRAI, 16 (2): 127-143 (2002)Robust Descriptors of Binary Shapes with Applications., , , , and . Int. J. Comput. Vis., 34 (1): 5-17 (1999)Spatio-Temporal Analysis of Constitutive Exocytosis in Epithelial Cells., , , , , and . IEEE ACM Trans. Comput. Biol. Bioinform., 3 (1): 17-32 (2006)Estimating the Duration of Overlapping Events from Image Sequences Using Cylindrical Temporal Boolean Models., , and . Journal of Mathematical Imaging and Vision, 38 (2): 83-94 (2010)Studying endocytosis in space and time by means of temporal Boolean models., , , , , and . Pattern Recognit., 39 (11): 2175-2185 (2006)Measuring the Spatial Homogeneity in Corneal Endotheliums by Means of a Randomization Test., and . IPMI, volume 1613 of Lecture Notes in Computer Science, page 418-423. Springer, (1999)Accurate Detection and Characterization of Corner Points Using Circular Statistics and Fuzzy Clustering., , , , and . SSPR/SPR, volume 1451 of Lecture Notes in Computer Science, page 687-696. Springer, (1998)Quantifying Mean Shape and Variability of Footprints Using Mean Sets., , , , , , and . ISMM, volume 30 of Computational Imaging and Vision, page 455-464. Springer, (2005)