L.P. Horwitz, G.L. Shelton
Proceedings of the IRE
The problem of reconstructing binary patterns from their shadows or projections is treated. Two algorithms are formulated. For the two-view case, both algorithms give a perfect reconstruction if and only if the pattern is two-view unambiguous. It is also shown that n views are sufficient, but not necessary, to reconstruct any n × n binary pattern. Experimental results for the four-view reconstruction of 25 × 25 binary patterns indicate that one of the algorithms has good convergency behavior. Copyright © 1971 by The Institute of Electrical and Electronics Engineers, Inc.
L.P. Horwitz, G.L. Shelton
Proceedings of the IRE
G. Nagy, G.L. Shelton
IEEE Trans. Inf. Theory
C.N. Liu, G.L. Shelton
IEEE Transactions on Electronic Computers
M.A. Wesley, S.K. Chang, et al.
ACM Annual Conference 1972