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 Results 21 - 36 of 36 [Previous]  /   
Committee Date Time Place Paper Title / Authors Abstract Paper #
R 2015-07-31
13:20
Aomori   Methods of computing the reliability of a connected-(r, s)-out-of-(m, n):F system based on a matrix representation -- the cases of m=r+1 and m=r+2 --
Taishin Nakamura (TMU), Tomoaki Akiba (CIT), Xiao Xiao, Hisashi Yamamoto (TMU) R2015-14
 [more] R2015-14
pp.1-6
R 2015-05-22
14:35
Shimane Okinoshima-Bunka-Kaikan Search process for optimal paths in multi-objective network
Natsumi Takahashi, Hisashi Yamamoto (Tokyo Met. Univ.), Tomoaki Akiba (Chiba Inst. of Tech.), Xiao Xiao (Tokyo Met. Univ.), Koji Shingyochi (Jumonji Univ.) R2015-5
Many networks have been applied extensively in the real world, for example, scheduling of a production and distribution ... [more] R2015-5
pp.25-30
R 2014-12-19
13:15
Tokyo   A study on the derivation of connected-(r, s)-out-of-(m, n):F system reliability
Taishin Nakamura, Xiao Xiao (TMU), Tomoaki Akiba (CIT), Hisashi Yamamoto (TMU) R2014-65
 [more] R2014-65
pp.1-6
R 2014-08-01
14:55
Hokkaido Smile Hotel Hakodate Algorithm for obtaining optimal arrangement of connected-(r,s)-out-of-(m,n):F system in the case of m=r and s=2.
Toru Omura, Hisashi Yamamoto (TMU), Tomoaki Akiba (CIT), Xiao Xiao (TMU) R2014-17
In this study, we consider as a types of 2-dimensional consecutive-k-out-of-n:F system, there are connected-(r, s)-out-o... [more] R2014-17
pp.19-24
R 2014-08-01
16:20
Hokkaido Smile Hotel Hakodate Evaluation of algorithm for the reliability of a 3-dimensional k-system
Tomoaki Akiba (CIT), Natsumi Takahashi (TMU), Yoshiki Watanabe (CIT), Hisashi Yamamoto (TMU) R2014-20
As some types of 2-dimensional consecutive-k-out-of-n:F system, there are connected-(r, s)-out-of-(m, n):F lattice syste... [more] R2014-20
pp.37-42
R 2014-06-13
14:20
Tokyo   Improvement idea of SA algorithms for optimal arrangement problem in a Multi-state k-out-of-n:F system
Naoki Yoshida, Hisashi Yamamoto (Tokyo Metropolitan University), Koji Shingyochi (Jumonji Univ.), Tomoaki Akiba (Chiba Inst. of Tech.), Xiao Xiao (Tokyo Metropolitan University) R2014-11
 [more] R2014-11
pp.13-18
R 2014-05-23
15:45
Aichi   Effective restriction method on calculated networks for obtaining Pareto solutions
Natsumi Takahashi, Hisashi Yamamoto (Tokyo Met. Univ.), Tomoaki Akiba (Chiba Inst. of Tech.), Xiao Xiao (Tokyo Met. Univ.) R2014-6
In this study, we consider two-objective network design problem with all-terminal reliability and construction cost. And... [more] R2014-6
pp.29-34
R 2013-07-26
15:55
Hokkaido 未定 The Condition for Optimal Arrangements in a Multi-state Consecutive-k-out-of-n:F System
Wataru Taniguchi, Hisashi Yamamoto (Tokyo Metro. Univ.), Tomoaki Akiba (Chiba Institute of Technology) R2013-25
 [more] R2013-25
pp.31-36
R 2013-05-17
10:40
Hiroshima   Improvement of an algorithm to search two-objective network for Pareto solutions
Natsumi Takahashi (Tokyo Metropolitan Univ.), Tomoaki Akiba (Chiba Inst. of Tech.), Hisashi Yamamoto (Tokyo Metropolitan Univ.) R2013-2
In this study, we consider two-objective network design problem with all-terminal reliability and construction cost. And... [more] R2013-2
pp.7-12
R 2012-12-14
10:00
Tokyo   An Algorithm for Searching Pareto Solutions of Multi-objective Network Design Problems
Natsumi Takahashi (Tokyo Met. Univ.), Tomoaki Akiba (Chiba Tech.), Hisashi Yamamoto (Tokyo Met. Univ.) R2012-68
In our study, we consider an algorithm for searching Pareto solutions of optimal design problem of a two-objective netwo... [more] R2012-68
pp.1-6
R 2012-06-15
14:20
Tokyo   THE CONDITION FOR OPTIMAL ARRANGEMENTS IN A MULTI-STATE CONSECUTIVE-k-OUT-OF-n:F SYSTEM
Wataru Taniguchi, Hisashi Yamamoto, Hideki Nagatsuka (Tokyo Met. Univ.), Tomoaki Akiba (Chiba Tech) R2012-13
In the multi-state consecutive-k-out-of-n:F system, both the components and the system are allowed to be in M + 1 possib... [more] R2012-13
pp.13-18
R 2011-12-16
14:25
Tokyo   A Trend of Optimal Arrangements in a Multi-state Consecutive-k-out-of-n:F system
Tomoaki Akiba (Yamagata-CIT), Hisashi Yamamoto, Hideki Nagatsuka (Tokyo Metro. Univ.) R2011-40
In a multi-state system, the both of the system and the components are allowed to be in M+1 possible states, where M is ... [more] R2011-40
pp.21-26
R 2010-07-30
15:55
Yamagata   An Efficient Algorithm for the Partial Group of Pareto-Solutions at a Multi-Objective Network
Tomoaki Akiba (Yamagata Coll. of Ind & Tech.), Liu Danqin, Hisashi Yamamoto (Tokyo Metro Univ.) R2010-23
The multi-objective network model can be applied to a well-known problems, which is the problem of finding the routing p... [more] R2010-23
pp.37-41
R 2010-07-30
16:20
Yamagata   The Study on Optimal Arrangements in a Multi-state Consecutive-k-out-of-n:F system
Tomonori Komuro, Hisashi Yamamoto (Tokyo Metro Univ.), Tomoaki Akiba (Yamagata Coll. of Ind & Tech.), Hideki Nagatsuka (Tokyo Metro Univ.) R2010-24
In the multi-state consecutive-k-out-of-n:F system, both the components and the system are allowed to be in M+1 possible... [more] R2010-24
pp.43-48
R 2009-05-29
15:20
Hiroshima Hiroshima Shudo University A proposal of efficient algorithm for optimal arrangement problems of Multi-state consecutive-k-out-of-n:F system
Tomonori Komuro, Takahiro Yamaguchi, Hisashi Yamamoto (Tokyo Metro Univ.), Tomoaki Akiba (Yamagata Coll. of Ind & Tech.), Hideki Nagatsuka (Tokyo Metro Univ.) R2009-14
In the multi-state consecutive-k-out-of-n:F system, both the components and the system are allowed to be in multi-state.... [more] R2009-14
pp.37-42
R 2005-06-24
13:30
Tokyo Kikai-Shinko-Kaikan Bldg. Reliability of an adjacent triangle-(m,n):F triangular lattice system
Tomoaki Akiba (Yamagata CIT), Hisashi Yamamoto (Tokyo Metro. Univ.), Yuuko Wakagi (Tokyo Metro. Inst. Tech.)
In this study, we consider an adjacent triangle-($m$, $n$):F triangular lattice system. This system consists of $m \time... [more] R2005-16
pp.7-12
 Results 21 - 36 of 36 [Previous]  /   
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