Consistency conditions on the line sums for Discrete Tomography
What is it about?
In Discrete Tomography projections consisting of all the line sums in finitely many directions are given. These line sums are dependent. For example the sum of the line sums in one direction equals the sum of the line sums in another direction. Therefore the line sums should satisfy certain conditions so that a solution is possible. In the paper such conditions on the line sums are provided.
Why is it important?
The paper enables the reader to check whether the measured line sums are consistent. Otherwise it is said that there is noise.
The following have contributed to this page: Rob Tijdeman
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