The uniqueness problem is considered when binary matrices are to be reconstructed from their absorbed row and column sums. Let the absorption coefficient μ be selected such that eμ = (1 +√5)/2. Then it is proved that if a binary matrix is non-uniquely determined, then it contains a special pattern of 0s and 1s called composition of alternatively corner… (More)

@inproceedings{Kuba2000ReconstructionOD,
title={Reconstruction of Discrete Sets with Absorption},
author={Attila Kuba and Maurice Nivat},
booktitle={DGCI},
year={2000}
}