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Committee Date Time Place Paper Title / Authors Abstract Paper #
CAS, SIP, MSS, VLD, SIS [detail] 2014-07-09
13:40		 Hokkaido Hokkaido University Weighted Dominating Sets and Induced Matchings in Orthogonal Ray Graphs
Asahi Takaoka, Satoshi Tayu, Shuichi Ueno (Tokyo Inst. of Tech.) CAS2014-10 VLD2014-19 SIP2014-31 MSS2014-10 SIS2014-10		 An orthogonal ray graph is an intersection graph of horizontal rays (closed half-lines) and vertical rays in the plane. ... [more] CAS2014-10 VLD2014-19 SIP2014-31 MSS2014-10 SIS2014-10
pp.45-48
MSS, CAS, IPSJ-AL [detail] 2013-11-07
09:55		 Iwate   A Note on Two-Directional Orthogonal Ray Graphs and Related Graphs
Asahi Takaoka, Satoshi Tayu, Shuichi Ueno (Tokyo Inst. of Tech.) CAS2013-65 MSS2013-44		 An orthogonal ray graph is an intersection graph of horizontal and vertical rays (half-lines) in the plane. An orthogona... [more] CAS2013-65 MSS2013-44
pp.99-104
CAS, CS, SIP 2009-03-03
13:10		 Gifu Nagaragawa Convention Center [Poster Presentation] A Note on Two Problems of Nano-PLA Design
Anish Man Singh Shrestha, Tomoki Yamada, Satoshi Tayu, Shuichi Ueno (Tokyo Inst of Tech) CAS2008-133 SIP2008-196 CS2008-107		 This paper shows that the subgraph isomorphism problem is NP-hard even for bipartite permutation graphs, while the balan... [more] CAS2008-133 SIP2008-196 CS2008-107
pp.183-184
CAS, MSS 2008-11-06
09:55		 Osaka Osaka University Orthogonal Ray Graphs and Nano-PLA Design
Anish Man Singh Shrestha, Satoshi Tayu, Shuichi Ueno (Tokyo Inst. of Tech) CAS2008-46 CST2008-24		 The logic mapping problem and the problem of finding a largest square sub-crossbar with no defects in a defective nano-c... [more] CAS2008-46 CST2008-24
pp.5-10
CS, SIP, CAS 2008-03-07
13:00		 Yamaguchi Yamaguchi University [Poster Presentation] On Orthogonal Ray Graphs with Applications to NanoPLA Design (Extended Abstract)
Yohei Kobayashi, Anish Man Singh Shrestha, Satoshi Tayu, Shuichi Ueno (Tokyo Inst. of Tech.) CAS2007-145 SIP2007-220 CS2007-110		 Motivated by defect tolerance schemes for nanotechnology circuits,
the orthogonal ray graphs, a new class of intersecti... [more]		 CAS2007-145 SIP2007-220 CS2007-110
pp.97-98
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