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Diatom Contour Analysis Using Morphological Curvature Scale Spaces.

, , , и . ICPR, стр. 3656-3659. IEEE Computer Society, (2000)

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Sven M B T Wolter

M B Tahoori

Felix B T Fingerhuth

B A T Petersson

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Comparison of Morphological Pyramids for Multiresolution MIP Volume Rendering.. VisSym, стр. 61-70. Eurographics Association, (2002)Automatic diatom identification using contour analysis by morphological curvature scale spaces., , , , и . Mach. Vis. Appl., 16 (4): 217-228 (2005)Multiresolution maximum intensity volume rendering by morphological adjunction pyramids.. IEEE Trans. Image Processing, 12 (6): 653-660 (2003)A New Class of Morphological Pyramids for Multiresolution Image Analysis.. Theoretical Foundations of Computer Vision, том 2616 из Lecture Notes in Computer Science, стр. 165-175. Springer, (2002)Automatic Image Segmentation Using a Deformable Model Based on Charged Particles., , и . ICIAR (1), том 3212 из Lecture Notes in Computer Science, стр. 1-8. Springer, (2004)Adaptivity and group invariance in mathematical morphology.. ICIP, стр. 2253-2256. IEEE, (2009)Group morphology.. Pattern Recognit., 33 (6): 877-895 (2000)Polyphase decompositions and shift-invariant discrete wavelet transforms in the frequency domain., и . Signal Process., 90 (6): 1779-1787 (2010)Corrigendum to "Group morphology" Pattern Recognition 33(6) (2000) 877-895.. Pattern Recognit., (2019)Efficient Surface Reconstruction from Noisy Data using Regularized Membrane Potentials., и . EuroVis, стр. 83-90. Eurographics Association, (2006)