In this paper we consider the uniqueness issues in Discrete Tomography. A special class of geometric objects, widely considered in the literature, is represented by additive sets. These sets are uniquely determined by their X-rays, and they are also reconstructible in polynomial time by use of linear programming. Recently, additivity has been extended to J-additivity to provide a more general treatment of known concepts and results. A further generalization of additivity, called bounded additivity is obtained by restricting to sets contained in a given orthogonal box. In this work, we investigate these two generalizations from a geometrical point of view and analyze the interplay between them.
Scheda prodotto non validato
Scheda prodotto in fase di analisi da parte dello staff di validazione
|Titolo:||On J-additivity and bounded additivity|
|Citazione:||Brunetti, S., & Peri, C. (2016). On J-additivity and bounded additivity. FUNDAMENTA INFORMATICAE, 146(2), 185-195.|
|Appare nelle tipologie:||1.1 Articolo in rivista|
File in questo prodotto: