TOMOGRAPHY AND APPLICATIONS
OF ALGEBRA AND GEOMETRY
 
PUBLICATIONS
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2012
[1] Paolo Dulio, Sara Brunetti, Carla Peri: Discrete tomography determination of bounded lattice sets from four $X$-rays, Discrete Applied Mathematics, in corso di stampa (doi:10.1016/j.dam.2012.09.010)
[2] Paolo Dulio, Carla Peri: Discrete Tomography and Plane Partitions, Advances in Applied Mathematics, in corso di stampa (doi:10.1016/j.aam.2012.10.005)
[3] Paolo Dulio, Virgilio Pannone: Iterated Joining of Rooted Trees, Graphs and Combinatorics, in corso di stampa (doi:10.1007/s00373-012-1178-7)

2011
[1] Alessandra Cherubini, M. M. Bersani, A. Frigeri: On Some Classes of 2D Languages and Their Relations, Lecture Notes in Computer Science 6636 (IWCIA 2011): 222-234
[2] Alessandra Cherubini, M. Pradella, S. Crespi-Reghizzi: A unifying approach to picture grammars, Inf. Comput. 209(9): 1246-1267 (2011)
[3] Paolo Dulio, Sara Brunetti, Carla Peri: Characterization of $\{-1,0,1\}$ valued functions in Discrete Tomography under sets of four Directions, LNCS 6607, 16-th International Conference on Discrete Geometry for Computer Imagery (DGCI), Nancy (2011) 394-405

2009
[1] Alessandra Cherubini, M. Pradella: Picture Languages: From Wang Tiles to 2D Grammars, Lecture Notes in Computer Science 5725 (CAI 2009): 13-46

2008
[1] Alessandra Cherubini, M. Pradella, S. Crespi-Reghizzi: Regional Languages and Tiling: A Unifying Approach to Picture Grammars, Lecture Notes in Computer Science 5162 (MFCS 2008),: 253-264
[2] Paolo Dulio, V. Pannone: Joining caterpillars and stability of the tree center, Discrete Math., 308/7, (2008), 1185-1190 (doi:10.1016/j.disc.2007.04.006) (Classificazione: [05C60]).
[3] Paolo Dulio: Convex decomposition of $U$-polygons, Theoretical Computer Science, 406/1-2, (2008), 80-89 (doi:10.1016/j.tcs. 2008.06.008) (Classificazione:52C05 (11H06))
[4] Paolo Dulio, M. Longinetti, C. Peri, A. Venturi: Sharp affine stability estimates for Hammer's problem, Advances in Applied Mathematics, 41/1, (2008), 27-51 (Classificazione: 52A10 (52A40, 52A38, 92C55)).

2007
[1] Paolo Dulio, C. Peri: On the geometric structure of lattice $U$-polygons, Discrete Math., 307/19-20 (2007), 2330-2340 (doi: 10.1016/j.disc.2006.09.044). (Classificazione: [52C05], ([11H06])).
[2] Paolo Dulio, R.J. Gardner, C. Peri: An introduction to Discrete Point X-Rays, in Advances in Discrete Tomography and Its Applications, Appl. Numer. Harmon. Anal., Birkh\"{a}user Boston, Boston, MA, 2007, 19-30. (Classificazione: [05B50], ([52C05], [52C07] [52B20])). .

2006
[1] Alessandra Cherubini, M. Pradella, S. Crespi-Reghizzi, Pierluigi San Pietro: Picture languages: Tiling systems versus tile rewriting grammars. Theor. Comput. Sci. 356(1-2): 90-103 (2006)
[2] Paolo Dulio, R.J. Gardner, C. Peri: Discrete point $X$-rays, SIAM J. Discrete Math. 20, no. 1 (2006), 171-188. (Classificazione: [05B50], ([52C05], [52C07] [52B20]))
[3] Paolo Dulio, V. Pannone: Trees with path-stable center, Ars Combinatoria, LXXX (2006), 153-175. (Classificazione: [05C60]).
[4] Paolo Dulio, C. Peri: Point X-rays of convex Bodies in planes of constant curvature, Rocky Mountain J. Math., 36 (2006), no. 3, 915-930. (Classificazione: [52A20] ([52A30], [52A38], [52A55])).
[5] Paolo Dulio: Geometric Tomography in a Graph, Rend. Circ. Mat. Palermo, (2) Suppl., 77 (2006), 229-266. (Classificazione: [52A30], ([05C60])).

2005
[1] Paolo Dulio, R.J. Gardner, C. Peri: Discrete point $X$-rays of Convex Lattice Sets, Electronic Notes in Disc. Math., 20 (2005), 1-13. (Classificazione: [05B50], ([52C05], [52C07] [52B20]))
[2] Paolo Dulio, V. Pannone: The converse of Kelly's lemma and control-classes in graph reconstruction, Acta Univ. Palacki. Olomuc., Fac. rer. nat., Mathematica, 44 (2005), 25-38. (Classificazione: [05C60]).
[3] Paolo Dulio, V. Pannone: Trees with the same path-table, Le Matematiche, (Catania) 60 (2005), no. 1, 59-65 (2006) (Classificazione: [05C60]).

2004
[1] Paolo Dulio, C. Peri: Uniqueness Theorems For Convex Bodies In Non-Euclidean Spaces, Mathematika, 49 (2002), 13-31, (2004) (Classificazione: [52A20] ([52A30], [52A38], [52A55])).

2002
[1] Paolo Dulio, C. Peri: On Hammer's X-ray problem in spaces of constant curvature, 4th International Conference on Stochastic Geometry, Convex Bodies, Empirical Measures, and Applications to Engineering Science (Tropea, September 2001), Rend. Circ. Mat. Palermo, (2) Suppl., 70, part I (2002), 229-236. (Classificazione: [52A20], ([52A30], [52A38], [52A55])).
 
 
Dipartimento di Matematica "Francesco Brioschi" - Politecnico di Milano