In the reconstruction problem of discrete tomography, projections are considered from a
finite set ${\mathcal {S}} $ of lattice directions. Employing a limited number of projections …

In discrete tomographic image reconstruction, projections are taken along a finite set S of
valid directions for a working grid 𝒜. In general, uniqueness cannot be achieved in the …

The faithful reconstruction of an unknown object from projections, ie, from measurements of
its density function along a finite set of discrete directions, is a challenging task. Some …

The reconstruction of an unknown function f from its line sums is the aim of discrete
tomography. However, two main aspects prevent reconstruction from being an easy task. In …

We present an algorithm that for any given rectangular grid A∈ Z 2 and set of directions D
computes in linear time the values of any function f: A→ R outside the convex hull of the …

Discrete tomography focuses on the reconstruction of functions from their line sums in a
finite number d of directions. In this paper we consider functions f: A→ R where A is a finite …

The goal of discrete tomography is to reconstruct an image, seen as a finite set of pixels, by
knowing its projections along given directions. Uniqueness of reconstruction cannot be …

Several papers in the available literature tackled problems concerning convex polyominoes
in discrete tomography. An interesting subclass consists of L-convex polyominoes, since the …

The reconstruction of an unknown function f from its line sums is the aim of discrete
tomography. However, two main aspects prevent reconstruction from being an easy task. In …

Coordinamento attività del Laboratorio di Immunoematologia Eritrocitaria e Piastrinica di I e
II livello: qualificazione immunoematologica di donatori di emocomponenti nel Polo di …