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Dive into the research topics where Takayuki Nagoya is active.

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Featured researches published by Takayuki Nagoya.


Discrete Applied Mathematics | 2005

Graph isomorphism completeness for chordal bipartite graphs and strongly chordal graphs

Ryuhei Uehara; Seinosuke Toda; Takayuki Nagoya

This paper deals with the graph isomorphism (GI) problem for two graph classes: chordal bipartite graphs and strongly chordal graphs. It is known that GI problem is GI complete even for some special graph classes including regular graphs, bipartite graphs, chordal graphs, comparability graphs, split graphs, and k-trees with unbounded k. On the other hand, the relative complexity of the GI problem for the above classes was unknown. We prove that deciding isomorphism of the classes are GI complete.


Journal of Combinatorial Optimization | 2007

Improved approximation algorithms for metric MaxTSP

Zhi-Zhong Chen; Takayuki Nagoya

We present two polynomial-time approximation algorithms for the metric case of the maximum traveling salesman problem. One of them is for directed graphs and its approximation ratio is


european symposium on algorithms | 2005

Improved approximation algorithms for metric max TSP

Zhi-Zhong Chen; Takayuki Nagoya


Journal of Multimedia | 2012

Recovering drawing order of single-stroke handwritten images using probabilistic tabu search

Takayuki Nagoya; Hiroyuki Fujioka

\frac{27}{35}


Theory of Computing Systems \/ Mathematical Systems Theory | 2009

Computing Graph Automorphism from Partial Solutions

Takayuki Nagoya


Information Processing Letters | 2009

New differential approximation algorithm for k-customer vehicle routing problem

Takayuki Nagoya

. The other is for undirected graphs and its approximation ratio is


international conference on frontiers in handwriting recognition | 2012

Recovering Dynamic Stroke Information of Multi-stroke Handwritten Characters with Complex Patterns

Takayuki Nagoya; Hiroyuki Fujioka


mathematical foundations of computer science | 2007

Relating complete and partial solution for problems similar to graph automorphism

Takayuki Nagoya; Seinosuke Toda

\frac{7}{8}-o(1)


ieee international conference on smart city socialcom sustaincom | 2015

Variants of Graph Matching for Tree-like Graphs

Takayuki Nagoya


福岡工業大学情報科学研究所所報 | 2013

Recovering Human-Like Drawing Order from Static Handwritten Images with Double-Traced Lines

Takayuki Nagoya; Hiroyuki Fujioka

. Both algorithms improve on the previous bests.

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Hiroyuki Fujioka

Fukuoka Institute of Technology

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Ryuhei Uehara

Japan Advanced Institute of Science and Technology

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Koki Nishizawa

Tottori University of Environmental Studies

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