Advances and Applications in Discrete Mathematics
Volume 20, Issue 1, Pages 37 - 60
(January 2019) http://dx.doi.org/10.17654/DM020010037 |
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DISCRETE TOMOGRAPHY FOR L-SHAPED WINDOW
Tabane Yashiro and Ayane Minami
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Abstract: Let fbe a function on and wbe a finite subset of Discrete tomography reconstructs the function f from the data This problem is proved by Hazama [3] to be described completely by the zero locus of a certain polynomial in n variable associated with w. The purpose of this paper is to apply his result to the case when the window w has the form Furthermore we describe the way how one can find the rational zero-sum arrays for w. |
Keywords and phrases: discrete tomography, rational arrays.
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