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Sara Nicoloso

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affiliation: Institute for Systems Analysis and Computer Science, Italian National Research Council

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2010 – 2019

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2017
[j11]
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Sara Nicoloso, Ugo Pietropaoli:
Vertex-colouring of 3-chromatic circulant graphs. Discret. Appl. Math. 229: 121-138 (2017)
[i1]
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Tiziano Bacci, Sara Nicoloso:
A heuristic algorithm for the Bin Packing Problem with Conflicts on Interval Graphs. CoRR abs/1707.00496 (2017)
2014
[j10]
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Sara Nicoloso, Ugo Pietropaoli:
On the chromatic number of Toeplitz graphs. Discret. Appl. Math. 164: 286-296 (2014)
[j9]
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Sara Nicoloso, Ugo Pietropaoli:
Bipartite finite Toeplitz graphs. Discret. Appl. Math. 165: 233-244 (2014)
2011
[c1]
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Sara Nicoloso, Ugo Pietropaoli:
Bipartite finite Toeplitz graphs. CTW 2011: 219-222
2010
[j8]
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Sara Nicoloso, Ugo Pietropaoli:
Coloring Toeplitz graphs. Electron. Notes Discret. Math. 36: 567-574 (2010)

2000 – 2009

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2007
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Federico Malucelli, Sara Nicoloso:
Shiftable intervals. Ann. Oper. Res. 150(1): 137-157 (2007)
2005
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Federico Malucelli, Sara Nicoloso:
Optimal Partition of a Bipartite Graph with Prescribed Layout into Non-Crossing b-Matchings. Electron. Notes Discret. Math. 22: 507-513 (2005)
2004
[j5]
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Sara Nicoloso:
Sum coloring and interval graphs: a tight upper bound for the minimum number of colors. Discret. Math. 280(1-3): 251-257 (2004)
2001
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Federico Malucelli, Sara Nicoloso:
Optimal partition of a bipartite graph into non-crossing matchings. Electron. Notes Discret. Math. 10: 187-191 (2001)
2000
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Federico Malucelli, Sara Nicoloso:
Shiftable Intervals. Electron. Notes Discret. Math. 5: 214-217 (2000)

1990 – 1999

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1999
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Sara Nicoloso, Majid Sarrafzadeh, X. Song:
On the Sum Coloring Problem on Interval Graphs. Algorithmica 23(2): 109-126 (1999)
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Francesco Conti, Federico Malucelli, Sara Nicoloso, Bruno Simeone:
On a 2-dimensional equipartition problem. Eur. J. Oper. Res. 113(1): 215-231 (1999)

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