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Yasuko Matsui
Professor


Department of Mathematical Sciences, School of Science, Tokai University
Address: 4-1-1,Kitakaname,Hiratsuka,Kanagawa,259-1292,Japan
TEL: 0463-58-1211 ext. 3651
E-mail: ``yasuko AT tokai-u.jp''

!!! My old address ``yasuko AT ss.u-tokai.ac.jp'' is NOT AVAILABLE, since August 15th, 2010. Sorry. !!!


Education


Employment


Personal Activities


Manuscripts

[1] Finding all the edge colorings in bipartite graphs
Yasuko Yoshida and Tomomi Matsui,T.IEE Japan, Vol.114-C(1994),pp.444--449.(in Japanese)
[2] Enumeration algorithm of the edge colorings in bipartite graphs
Yasuko Matsui and Tomomi Matsui, Lecture Notes in Computer Science,Springer-Verlag,Vol.1120(1995),pp.18--26.
[3] Finding all maximal common independent sets of matroids
Yasuko Matsui and Tomomi Matsui, Proceedings of Korea-Japan Joint Workshop on Algorithms and Computation, KAIST,Taejon,Korea(1996),pp 54--58.
[4] A simple and fast algorithm for enumerating all edge colorings of a bipartite graph
Yasuko Matsui and Takeaki Uno, Proceedings of Korea-Japan Joint Workshop on Algorithms and Computation, KAIST,Taejon,Korea(1996),pp 81--87.
[5] Complexity results for calculating power indices of weighted majority games
Yasuko Matsui, Proceedings of International Conference on Nonlinear Analysis and Convex Analysis(NACA98), World Scientific(1998)261--265.
[6] A Survey of Algorithms for Calculating Power Indices of Weighted Majority Games
Tomomi Matsui and Yasuko Matsui, Journal of Operations Research Society of Japan Vol.43, No.1(2000)71--86.
[7] NP-completeness for Calculating Power Indices of Weighted Majority Games
Yasuko Matsui and Tomomi Matsui, Theoritical Computer Science A, Vol.263(2001)305--310.
[8] Random generation of 2x2x...xJ contingency tables
Tomomi Matsui, Yasuko Matsui and Yoko Ono,Theor. Comput. Sci. 326(1-3)(2004)117-135.
[9] On the Enumeration of Bipartite Minimum Edge Colorings
Yasuko Matsui and Takeaki Uno, Graph Theory in Paris, Proceedings of a Conference in Memory of Claude Berge, Trends in Mathematics, Birkhaeuser Boston Inc.(2006) 271--285.
[10] Enumeration of Perfect Sequences of Chordal Graph
Yasuko Matsui, Ryuhei Uehara, and Takeaki Uno, Lecture Notes in Computer Science,(The 19th International Symposium, ISAAC 2008, Proceedings),5369,859--870,Springer(2008).
[11] An Algorithm for Enumerating All Clique Trees and Perfect Sequences of Chordal Graph
Yasuko Matsui and Hisayuki Hara, Abstracts of IASC2008, Pacifico Yokohama(2008),201.
[12]Efficient Enumeration of Pseudoline Arrangements,
Katsuhisa Yamanaka, Shin-ichi Nakano, Yasuko Matsui, Ryuhei Uehara and Kento Nakada, Proc. of 25th European Workshop on Computational Geometry (EuroCG), 143-146,2009.(Belgium, Brussels, 16-18th/Mar/2009).
[13]Efficient enumeration of all ladder lotteries and its application
Katsuhisa Yamanaka, Shin-ichi Nakano, Yasuko Matsui, Ryuhei Uehara, and K. Nakada, Theoritical Computer Science,411,1714-1722,Elsevier(2009).
[14]A Polynomial-Time Perfect Sampler for the Q-Ising with a Vertex-Independent Noise
Masaki Yamamoto, Shuji Kijima and Yasuko Matsui, Lecture Notes in Computer Science,(The 15th International Computing and Combinatorics Conference (COCOON 2009)), 5609,328--337,Springer(2009).
[15]A Polynomial-Time Perfect Sampler for the Q-Ising with a Vertex-Independent Noise
Masaki Yamamoto, Shuji Kijima and Yasuko Matsui, Journal of Combinatorial Optimization, to appear.
DOI: 10.1007/s10878-010-9309-7
[16]Independence complexes of multipartite graphs, posets and regular cell complexes
Masahiro Hachimori, Kazuhiro Kawamura and Yasuko Matsui, subimitted.
[17]Network Majority on Tree Topological Network
R.B.Bapat, S.Fujita, S.Legay, Y.Manoussakis, Y.Matsui, T.Sakuma and Z.Tuza,Electronic Notes in Discrete Mathematics,54,79--84, Elsevier(2016).
[18]Safe Sets in some classes of graphs
R.\'Agueda, N.Cohen, S.Fujita, S.Legay, Y.Manoussakis, Y.Matsui, L.Montero, R.Naserasr, Y.Otachi, T.Sakuma, Z.Tuza and T.Xu,Combinatorial Optimization and Applications: 10th International Conference,COCOA 2016 Hong Kong, China, December 16-18,2016 Proceedings,Lecture Notes in Computer Science (LNCS)10043,241-253,Springer(2016).