This page shows all publications that appeared in the IASI annual research reports. Authors currently affiliated with the Institute are always listed with the full name.

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Show all publications of the year  2011, with author Nicoloso S., in the category IASI Research Reports (or show them all):

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IASI Research Report n. 11-06    

Sara Nicoloso, Pietropaoli U.

Bipartite finite Toeplitz graphs

ABSTRACT

Let $n,a_1, dots, a_k$ be distinct positive integers. A finite Toeplitz graph $T_n(a_1, dots,$ $ a_k)=(V,E)$ is a graph where $V = {v_0, dots,$ $v_{n-1}}$ and $E = {(v_i,v_j)$, for $|i-j| in {a_1, dots, a_k} }$. In this paper, we characterize bipartite finite Toeplitz graphs with $k leq 3$. As a consequence, using previous results, we get a complete characterization for the chromatic number of such graphs. In addition, we characterize some classes of bipartite Toeplitz graphs with $k geq 4$.