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Peer Stelldinger
2010 – today
- 2012
[j8]Leonid Tcherniavski, Christian Bähnisch, Hans Meine, Peer Stelldinger: How to define a locally adaptive sampling criterion for topologically correct reconstruction of multiple regions. Pattern Recognition Letters 33(11): 1451-1459 (2012)- 2011
[c18]Nicolas Robidoux, Peer Stelldinger, John Cupitt: Simple random generation of smooth connected irregular shapes for cognitive studies. C3S2E 2011: 17-24- 2010
[c17]Peer Stelldinger, Christian Bähnisch: Fast mesh segmentation by using the LexicoGraph Cut algorithm. ICIP 2010: 3025-3028
2000 – 2009
- 2009
[j7]Hans Meine, Ullrich Köthe, Peer Stelldinger: A topological sampling theorem for Robust boundary reconstruction and image segmentation. Discrete Applied Mathematics 157(3): 524-541 (2009)
[j6]Hans Werner Meuer, Thomas Ludwig, Karl Kaiser, Werner Hansmann, Peer Stelldinger: Editorial for the ISC'09 Scientific Day Proceedings. Computer Science - R&D 23(3-4): 115-116 (2009)
[j5]Peer Stelldinger, Leonid Tcherniavski: Provably correct reconstruction of surfaces from sparse noisy samples. Pattern Recognition 42(8): 1650-1659 (2009)
[c16]Christian Bähnisch, Peer Stelldinger, Ullrich Köthe: Fast and Accurate 3D Edge Detection for Surface Reconstruction. DAGM-Symposium 2009: 111-120
[c15]Hans Meine, Peer Stelldinger, Ullrich Köthe: Pixel Approximation Errors in Common Watershed Algorithms. DGCI 2009: 193-202
[c14]Peer Stelldinger, Leonid Tcherniavski: Contour Reconstruction for Multiple 2D Regions Based on Adaptive Boundary Samples. IWCIA 2009: 266-279- 2008
[j4]Peer Stelldinger, Kasim Terzic: Digitization of non-regular shapes in arbitrary dimensions. Image Vision Comput. 26(10): 1338-1346 (2008)
[c13]Peer Stelldinger: Topologically correct surface reconstruction using alpha shapes and relations to ball-pivoting. ICPR 2008: 1-4
[c12]Peer Stelldinger: Topologically Correct 3D Surface Reconstruction and Segmentation from Noisy Samples. IWCIA 2008: 274-285- 2007
[b1]Peer Stelldinger: Image digitization and its influence on shape properties in finite dimensions. Universität Hamburg 2007, pp. I-XVII, 1-212
[j3]Peer Stelldinger, Longin Jan Latecki, Marcelo Siqueira: Topological Equivalence between a 3D Object and the Reconstruction of Its Digital Image. IEEE Trans. Pattern Anal. Mach. Intell. 29(1): 126-140 (2007)
[c11]Robin Strand, Peer Stelldinger: Topology Preserving Marching Cubes-like Algorithms on the Face-Centered Cubic Grid. ICIAP 2007: 781-788- 2006
[j2]Peer Stelldinger, Ullrich Köthe: Connectivity preserving digitization of blurred binary images in 2D and 3D. Computers & Graphics 30(1): 70-76 (2006)
[c10]Ullrich Köthe, Peer Stelldinger, Hans Meine: Provably Correct Edgel Linking and Subpixel Boundary Reconstruction. DAGM-Symposium 2006: 81-90
[c9]Peer Stelldinger, Ullrich Köthe, Hans Meine: Topologically Correct Image Segmentation Using Alpha Shapes. DGCI 2006: 542-554
[c8]Peer Stelldinger, Longin Jan Latecki: 3D Object Digitization: Majority Interpolation and Marching Cube. ICPR (1) 2006: 71-74
[c7]Peer Stelldinger, Longin Jan Latecki: 3D Object Digitization: Topology Preserving Reconstruction. ICPR (3) 2006: 693-696
[c6]Peer Stelldinger, Longin Jan Latecki: 3D Object Digitization: Majority Interpolation and Marching Cubes. ICPR (2) 2006: 1173-1176
[c5]Peer Stelldinger, Robin Strand: Topology Preserving Digitization with FCC and BCC Grids. IWCIA 2006: 226-240- 2005
[j1]Peer Stelldinger, Ullrich Köthe: Towards a general sampling theory for shape preservation. Image Vision Comput. 23(2): 237-248 (2005)
[c4]Peer Stelldinger, Ullrich Köthe: Shape Preserving Digitization of Binary Images After Blurring. DGCI 2005: 383-391- 2004
[c3]Peer Stelldinger: Shape Preserving Sampling and Reconstruction of Grayscale Images. IWCIA 2004: 522-533- 2003
[c2]Peer Stelldinger, Ullrich Köthe: Shape Preservation during Digitization: Tight Bounds Based on the Morphing Distance. DAGM-Symposium 2003: 108-115
[c1]Ullrich Köthe, Peer Stelldinger: Shape Preserving Digitization of Ideal and Blurred Binary Images. DGCI 2003: 82-91
Coauthor Index
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last updated on 2012-12-02 21:40 CET by the dblp team



