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Dive into the research topics where Norishige Chiba is active.

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Featured researches published by Norishige Chiba.


SIAM Journal on Computing | 1985

Arboricity and subgraph listing algorithms

Norishige Chiba; Takao Nishizeki

In this paper we introduce a new simple strategy into edge-searching of a graph, which is useful to the various subgraph listing problems. Applying the strategy, we obtain the following four algorithms. The first one lists all the triangles in a graph G in


Journal of Computer and System Sciences | 1985

A linear algorithm for embedding planar graphs using PQ -trees

Norishige Chiba; Takao Nishizeki; Shigenobu Abe; Takao Ozawa

O(a(G)m)


Acta Informatica | 1985

Drawing Plane Graphs Nicely

Norishige Chiba; Kazunori Onoguchi; Takao Nishizeki

time, where m is the number of edges of G and


Journal of Algorithms | 1981

A linear 5-coloring algorithm of planar graphs

Norishige Chiba; Takao Nishizeki; Nobuji Saito

a(G)


Proceedings of the 17th Symposium of Research Institute of Electric Communication on Graph Theory and Algorithms | 1980

A linear algorithm for five-coloring a planar graph

Norishige Chiba; Takao Nishizeki; Nobuji Saito

the arboricity of G. The second finds all the quadrangles in


Networks | 1983

An algorithm for finding a large independent set in planar graphs

Norishige Chiba; Takao Nishizeki; Nobuji Saito

O(a(G)m)


Archive | 1988

Planar Graphs: Theory and Algorithms

Norishige Chiba; Takao Nishizeki

time. Since


Archive | 1984

Linear algorithms for convex drawings of planar graphs

Norishige Chiba; Toru Yamanouchi; Takao Nishizeki

a(G)


Journal of Graph Theory | 1986

A theorem on paths in planar graphs

Norishige Chiba; Takao Nishizeki

is at most three for a planar graph G, both run in linear time for a planar graph. The third lists all the complete subgraphs


Archive | 1988

Planar graphs: theory and applications

Takao Nishizeki; Norishige Chiba

K_l

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Takao Nishizeki

Kwansei Gakuin University

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