An Efficient Algorithm for Reconstruction of Discrete Sets from Horizontal Projections with Absorption
Author:
Publisher
Springer Berlin Heidelberg
Link
http://link.springer.com/content/pdf/10.1007/978-3-642-34038-3_105
Reference12 articles.
1. Herman, G., Kuba, A.: Discrete tomography: foundations, algorithms and applications. Birkhäuser, Boston (1999)
2. Frosini, S., Rinaldi, A., Kuba: An efficient algorithm for reconstructing binary matrices from horizontal and vertical absorbed projections. Electronic Notes in Discrete Mathematics 20, 347–363 (2005)
3. Kuba, Nivat, M.: A sufficient condition for non-uniqueness in binary tomography with absorption. Theoretical Computer Science 346, 335–357 (2005)
4. Kuba, Nagy, A., Balogh, E.: Reconstruction of hv-convex binary matrices from their absorbed projections. Discrete Applied Mathematics 139, 137–148 (2004)
5. Barcucci, E., Frosini, A., Rinaldi, S.: An algorithm for the reconstruction of discrete sets from two projections in presence of absorption. Discrete Applied Mathematics 151, 21–35 (2005)
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