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Committee Date Time Place Paper Title / Authors Abstract Paper #
COMP 2023-03-02
Tokyo Ochanomizu University Correcting the algorithm for a minimum secure dominating set of proper interval graphs
Toru Araki, Ryuya Saito (Gunma Univ.) COMP2022-36
In [A simple algorithm for secure domination in proper interval graphs, Discrete Applied Mathematics 260 (2019) 289--293... [more] COMP2022-36
COMP 2017-08-18
Aomori   Secure Domination in Proper Interval Graphs
Toru Araki, Hiroka Miyazaki (Gunma Univ.) COMP2017-18
A subset $S$ of vertices in a graph $G$ is a secure dominating set of $G$ if $S$ is a dominating set of $G$ and, for eac... [more] COMP2017-18
COMP 2006-09-26
Ishikawa JAIST Bipancyclicity and edge-bipancyclicity of Cayley graphs generated by transpositions
Yuuki Tanaka (Gunma Univ.), Yosuke Kikuchi (Tsuyama National College of Tech.), Toru Araki (Iwate Univ.), Yukio Shibata (Gunma Univ.)
Cycle is the most fundamental graph class. For a given graph, it is
interest to find cycles of various length as subgr... [more]
COMP 2005-10-18
Miyagi Tohoku Univ. Hamiltonian laceability of bubble-sort graphs with edge faults
Toru Araki (Iwate Univ.), Yosuke Kikuchi (JST)
It is known that the $n$-dimensional bubble-sort graph $B_n$ is bipartite, $(n-1)$-regular, and has $n!$ vertices.
We f... [more]
COMP 2005-09-15
Osaka Osaka Univ., Toyonaka Campus Edge-bipancyclicity and edge-fault-tolerant bipancyclicity of bubble-sort graphs
Yosuke Kikuchi (JST), Toru Araki (Iwate Univ.)
A bipartite graph $G$ is bipancyclic if $G$ has a cycle of length
$l$ for every even $4 \leq l \leq |V(G)|$.
For a... [more]
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