Summary
In un precedente articolo [2]G. Mägerl ed il secondo autore hanno dimostrato la buona posizione del problema ricostruttivo di Hammer, imponendo che il corpo convesso da ricostruire fosse contenuto in un preassegnato insieme limitato. Si dimostra qui che tale limitazione può essere tolta.
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References
M. Longinetti,Some questions of stability in the reconstruction of plane convex sets from projections, Inverse Problems,1 (1985), pp. 87–97.
G. Mägerl -A. Volčič,On the well-posedness of the Hammer X-ray problem, Annali di Mat. Pura e Appl. (4),144 (1986), pp. 173–182.
A. Volčič,A three point solution for Hammer's X-ray problem, J. London Mat. Soc. (2),34 (1986), pp. 349–359.
A.Volčič,Well-posedness of the Gardner-Mc Mullen reconstruction problem, Proc. Conf. Measure Theory, Oberwolfach 1983, Lecture Notes in Mathematics,1089, Springer (1984).
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Bianchi, G., Volčič, A. Hammer's X-ray problem is well-posed. Annali di Matematica pura ed applicata 155, 205–211 (1989). https://doi.org/10.1007/BF01765941
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DOI: https://doi.org/10.1007/BF01765941