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All Technical Committee Conferences (Searched in: All Years)
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Search Results: Conference Papers |
Conference Papers (Available on Advance Programs) (Sort by: Date Descending) |
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Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
COMP |
2025-03-07 16:30 |
Tokyo |
Ochanomizu University (Tokyo) |
Enumerating Spanning Laman Subgraphs using ZDDs Yu Nakahata (NAIST), Shuhei Denzumi (NTT), Takashi Horiyama (Hokkaido Univ.), Kazuhiro Kurita (Nagoya Univ.), Kazuhisa Seto (Hokkaido Univ.) |
[more] |
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COMP |
2023-12-22 10:25 |
Miyazaki |
Miyazaki Univ. Machinaka Campus (Miyazaki) |
Algorithms for Optimally Shifting Intervals under Intersection Graph Models Honorato Droguett Nicolas, Kazuhiro Kurita (Nagoya Univ.), Tesshu Hanaka (Kyushu Univ.), Hirotaka Ono (Nagoya Univ.) COMP2023-17 |
We address a general optimisation problem of minimising the moving distance applied to the objects of an intersection gr... [more] |
COMP2023-17 pp.6-11 |
COMP |
2023-12-22 13:45 |
Miyazaki |
Miyazaki Univ. Machinaka Campus (Miyazaki) |
Polynomial-delay algorithms for enumerating maximal induced subgraphs for subclasses of chordal graphs Rei Sato, Yasuaki Kobayashi (Hokkaido Univ.), Kazuhiro Kurita (Nagoya Univ.), Kunihiro Wasa (Hosei Univ.) COMP2023-21 |
[more] |
COMP2023-21 pp.29-36 |
COMP, IPSJ-AL |
2023-09-07 10:30 |
Osaka |
Osaka Metropolitan Univ. (Osaka, Online) (Primary: On-site, Secondary: Online) |
Enumerating minimal vertex covers and dominating sets with capacity and/or connectivity constraints Yasuaki Kobayashi (Hokkaido Univ.), Kazuhiro Kurita (Nagoya Univ.), Yasuko Matsui (Tokai Univ.), Hirotaka Ono (Nagoya Univ.) COMP2023-10 |
[more] |
COMP2023-10 pp.14-21 |
COMP |
2022-10-26 14:30 |
Fukuoka |
Kyusyu Univ. Nishijin Plaza (Fukuoka) |
Efficient Enumeration of Spanning Subgraphs in Planar Graphs with Edge Connectivity Constraints Yasuaki Kobayashi (Hokkaido Univ.), Kazuhiro Kurita (Nagoya Univ.), Kunihiro Wasa (Hosei Univ.) COMP2022-17 |
In this paper, we address an efficient enumeration of spanning subgraphs in planar graphs with edge-connected constraint... [more] |
COMP2022-17 pp.21-28 |
COMP |
2020-12-04 15:50 |
Online |
Online (Online) |
An Improved Deterministic Parameterized Algorithm for Cactus Vertex Deletion Yuuki Aoike (Yokohama City Univ.), Tatsuya Gima (Nagoya Univ.), Tesshu Hanaka (Chuo Univ.), Masashi Kiyomi (Yokohama City Univ.), Yasuaki Kobayashi, Yusuke Kobayashi (Kyoto Univ.), Kazuhiro Kurita (NII), Yota Otachi (Nagoya Univ.) COMP2020-25 |
[more] |
COMP2020-25 pp.33-38 |
COMP |
2020-10-23 17:05 |
Osaka |
Osaka Univ. (Osaka, Online) (Primary: On-site, Secondary: Online) |
Polynomial Delay Enumeration for Steiner Problems Yasuaki Kobayashi (Kyoto Univ.), Kazuhiro Kurita (NII), Kunihiro Wasa (Toyohashi Tech) COMP2020-17 |
Let $G = (V, E)$ be a undirected graph and let $W subseteq V$ be a set of terminals. A emph{Steiner subgraph} of $(G, W)... [more] |
COMP2020-17 pp.39-46 |
COMP |
2019-10-25 10:25 |
Hokkaido |
Sapporo Campus, Hokkaido University (Hokkaido) |
Constant Amortized Time Enumeration of Independent Sets for Graphs with Bounded Clique Number Kazuhiro Kurita (Hokkaido Univ.), Kunihiro Wasa, Takeaki Uno (NII), Hiroki Arimura (Hokkaido Univ.) COMP2019-19 |
(To be available after the conference date) [more] |
COMP2019-19 pp.11-18 |
COMP |
2018-09-18 15:20 |
Fukuoka |
Kyusyu Institute of Technology (Fukuoka) |
Enumeration and Random Sampling of Nonisomorphic Two-Terminal Series-Parallel Graphs Shuhei Denzumi (UTokyo), Takashi Horiyama (Saitama Univ.), Kazuhiro Kurita (Hokudai), Yu Nakahata (NAIST), Hirofumi Suzuki (Hokudai), Kunihiro Wasa (NII), Kazuaki Yamazaki (JAIST) COMP2018-17 |
A graph $G$ is a two-terminal series-parallel graph if (1) $G$ consists of two vertices and an edge between them or (2) ... [more] |
COMP2018-17 pp.55-62 |
ISEC, COMP |
2017-12-22 14:40 |
Kochi |
Eikokuji Campus, Kochi University of Technology (Kochi) |
Efficient Enumeration of Dominating Sets in K-Degenerate graphs Kazuhiro Kurita (HU), Kunihiro Wasa, Takeaki Uno (NII), Hiroki Arimura (HU) ISEC2017-89 COMP2017-43 |
A dominating set is one of the fundamental graph structure, like clique, independent set, s-t path, and cut. It is known... [more] |
ISEC2017-89 COMP2017-43 pp.111-117 |
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