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Charis Papadopoulos |
Contact Info |
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| Lecturer (official appointment pending) | Tel: +30 26510 08224 | ||||
| Department of Mathematics, Office: 207b | Fax: +30 26510 08201 - 8895 | ||||
| University of Ioannina | E-mail: charis "at" cs "dot" uoi "dot" gr | ||||
| GR-45110 Ioannina, Greece | Http: www.cs.uoi.gr/~charis |
| [Home] | [Publications] | [Teaching] | [Short-CV] | [Implementation] | [Photos] |
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Publications | |
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[Journal Papers] [Refereed Conference Papers] [Technical Reports] | |
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Journal Papers [Top] | |
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A simple linear-time recognition algorithm
for weakly quasi-threshold graphs. Stavros D. Nikolopoulos and Charis Papadopoulos. Graphs and Combinatorics, to appear (pdf). |
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Strongly chordal and chordal bipartite
graphs are sandwich monotone. Pinar Heggernes, Federico Mancini, Charis Papadopoulos, and R. Sritharan. Journal of Combinatorial Optimization, in press (pdf). |
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Characterizing and computing minimal
cograph completions. Daniel Lokshtanov, Federico Mancini, and Charis Papadopoulos. Discrete Applied Mathematics, 158: 755-764, 2010 (pdf). |
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Clustering with partial information. Hans Bodlaender, Mike Fellows, Pinar Heggernes, Federico Mancini, Charis Papadopoulos, and Fran Rosamond. Theoretical Computer Science, 411: 1202-1211, 2010 (pdf). |
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Maximizing the Number of Spanning Trees in
Kn-complements of Asteroidal Graphs.
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Single-edge monotonic sequences of graphs and
linear-time algorithms for minimal completions and deletions.
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Counting spanning trees in cographs: An
algorithmic approach. |
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Minimal comparability completions of
arbitrary graphs. |
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Drawing graphs using modular
decomposition. |
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An optimal parallel solution for the path
cover problem on P4-sparse graphs. |
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On the number of spanning trees of |
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The number of spanning trees in
Kn-complements of quasi-threshold graphs. |
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On the performance of the first-fit
coloring algorithm on permutation graphs. |
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Refereed Conference Papers [Top] | |
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A simple linear-time recognition algorithm
for weakly quasi-threshold graphs. |
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Strongly chordal and chordal bipartite
graphs are sandwich monotone. |
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A complete characterisation of the linear
clique-width of path powers. Pinar Heggernes, Daniel Meister, and Charis Papadopoulos. 6th Annual Conf. on Theory and Applications of Models of Computation (TAMC 2009), ChangSha, China, 2009. Springer Verlag, LNCS 5532: 241-250 (pdf). |
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A new representation of proper interval
graphs with an application to clique-width. Pinar Heggernes, Daniel Meister, and Charis Papadopoulos. DIMAP Workshop on Algorithmic Graph Theory (AGT 2009), Warwick, U.K., 2009. Elsevier, ENDM 32: 27-34, 2009.(pdf). |
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Clustering with partial information. |
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Cutwidth of split graphs, threshold graphs, and proper interval graphs. |
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Characterizing and computing minimal
cograph completions. |
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Graphs of linear clique-width at most 3.
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Single-edge monotonic sequences of graphs
and linear-time algorithms for minimal completions and deletions.
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Making arbitrary graphs transitively
orientable: Minimal comparability completions. |
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A fully dynamic algorithm for the
recognition of P4-sparse graphs. |
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Drawing graphs using modular
decomposition. |
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Optimal algorithms for the path cover
problem on P4-sparse graphs. |
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The number of spanning trees in
P4-reducible graphs. |
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Counting the number of spanning trees in
cographs. |
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A formula for the number of spanning trees
in quasi-threshold graphs. |
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Technical Reports [Top] | |