Faculty Information - Tomoaki Akiba

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Academic background

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（Last updated : 2025-03-24 13:43:00）

Tomoaki Akiba
Department of Business System Design and Management, Faculty of Innovative Management Science

Master's Program and Doctoral Program in Management Science, Graduate School of Social Systems Science

Professor

■ Office

Tsudanuma Campus, No.2 Building,15th floor room 011611

■ Academic background

2001/04～2004/03

〔Doctorial Course〕 Intelligent System, Graduate School, Division of Engineering, Tokyo Metropolitan Institute of Technology, Completed, Doctor of Engineering

■ Present specialized field

Social systems engineering (Key Word：Reliability Engineering, Operations Research)

■ Research activities

1.	2001/09～	The Japanese Society for Quality Control
2.	1999/04	Japan Industrial Management Association
3.	1997/04～	Reliability Engineering Association of Japan

■ Works

1.	Book	Reliability expression of three-dimensional consecutive-k systems Reliability and Maintenance Modeling with Optimization: Advances and Applications (Collaboration) 2024/12
2.	Book	The Optimal Design of Consecutive-k Systems Reliability and Maintenance Modeling with Optimization: Advances and Applications pp.139-168 (Collaboration) 2023/04/27
3.	Book	Evaluation Methods for Reliability of Consecutive-k System Systems Engineering: Reliability Analysis using k-out-of-n Structures (Collaboration) 2019/04
4.	Book	Proposal of calculation method for the toroidal connected-(1, 2)-or-(2, 1)-out-of-(m, n):F lattice system with Markov chain (Collaboration) 2017/07
5.	Book	Reliability Modeling with Applications, Chapter 7: Calculation Algorithms for the System State Distributions of Multi-State k-out-of-n Systems pp.117-138 (Collaboration) 2014/02
6.	Article	線形連結型-(1,2)-or-(2,1)-out-of-(2,n):F システムの最適配置 Journal of Japan Industrial Management Association pp.295-303 (Collaboration) 2022/01
7.	Article	Evaluation of System Reliability and Optimal Design : The Case of Consecutive-k Systems IEICE Fundamentals Review 14(4),pp.287-296 (Collaboration) 2021/04/01
8.	Article	Past, Present and Future Studies of Consecutive-k Systems 30(2) (Collaboration) 2021/01
9.	Article	Reliability of a toroidal connected-(r,s)-out-of-(m,n):F lattice system Journal of Risk and Reliability (Collaboration) 2020/01
10.	Article	Fast Algorithm for Optimal Arrangement in Connected-(m-1, n-1)-out-of-(m, n):F Lattice System IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences E101.A(12),pp.2446-2453 (Collaboration) 2018/12
11.	Article	Effective Algorithm for Obtaining the Pareto Solutions of a Multi-Objective Network Utilizing Network Properties Journal of Japan Industrial Management Association 68(4),pp.232-243 (Collaboration) 2018/01
12.	Article	Reliability of a circular connected-(1,2)-or-(2,1)-out-of-(m,n):F lattice system with identical components IEICE Transactions on Fundamentals E-100-A(4),pp.1029-1036 (Collaboration) 2017/04
13.	Article	Comparative Study of Several Simulated Annealing Algorithms for Optimal Arrangement Problem in Multi-State Consecutive-k-out-of-n:F system Journal of Japan Industrial Management Association 66(4E),pp.426-434 (Collaboration) 2016/01
14.	Article	Algorithm for Obtaining Optimal Arrangement of a Connected-(r,s)-out-of-(m,n):F System - the case of m=r and s=2 - The Institute of Electronics, Information and Communication Engineering E98-A(10),pp.2018-2024 (Collaboration) 2015/10
15.	Article	Algorithm for Paths Optimization Three-objective Network by Improving Efficiency of Search Process pp.116-124 (Collaboration) 2015/10
16.	Article	Algorithm for Obtaining Optimal Path in Three-objective Network with a Reduction of Search Space Innovation and Supply Chain Management 9,pp.103-109 (Collaboration) 2015/07
17.	Article	An Approach for the Fast Calculation Method of Pareto Solutions of a Two-Objective Network International Journal of Reliability, Quality and Safety Engineering 22(1),pp.1550005-1-1550005-13 (Collaboration) 2015/02
18.	Article	A Fast Calculation Method for the Partial Group of All Pareto Solutions at a Three-Objective Network An International Journal of Quality Technology and Quantitative Management 9(3),pp.305-316 (Collaboration) 2012/09
19.	Article	An evaluating algorithm for the system state distributions of generalized multi-state k-out-of-n:F Systems Journal of Japan Industrial Management Association, Vol.61,No.6E, pp. 347-354 61(6E),pp.347-354 (Collaboration) 2011/02
20.	Article	Proposal of Simulated Annealing Algorithms for Optimal Arrangement in a Circular Consecutive-k-out-of-n: F System QUALITY TECHNOLOGY AND QUANTITATIVE MANAGEMENT 7(4),pp.395-405 (Collaboration) 2010/12
21.	Article	Calculating method for the system state distributions of generalized multi-state k-out-of-n:F Systems The Institute of Electronics, Information and Communication Engineering E92-A(7),pp.1593-1599 (Collaboration) 2009/07
22.	Article	Recursive Algorithm for the Reliability of a Connected-(1,2)-or-(2,1)-out-of-(m,n):F Lattice System European Journal of Operational Research,Volume 188, Issue 3, pp.854-864 188(3),pp.854-864 (Collaboration) 2008/08
23.	Article	An Efficient Branch and Bound Algorithm for the Optimal Arrangement Problem in the Linear Consecutive-k-out-of-r-from-n:F System Journal of Japan Industrial Management Association, 56(6),pp.429-438 (Collaboration) 2006/03
24.	Article	Recursive Formulas for the Reliability of Multi-State Consecutive-k-out-of-n:F System Journal of Japan Industrial Management Association 56(6),pp.439-446 (Collaboration) 2006/03
25.	Article	Recursive Formulas for The Reliability of Multi-state Consecutive-k-out-of-n:G Systems IEEE Transactions on Reliability 55(1),pp.98-104 (Collaboration) 2006/03
26.	Article	A Recursive Algorithm for the Reliability of a circular connected-(r,s)-out-of-(m,n):F lattice system Computers & Industrial Engineering 49(1),pp.21-34 (Collaboration) 2005/08
27.	Article	Evaluating methods for the reliability of a 3-dimensional k-within system Journal of Quality in Maintenance Engineering, 11(3),pp.9-16 (Collaboration) 2005/08
28.	Article	Evaluating methods for the reliability of a large 2-dimensional rectangular k-within-consecutive-(r, s)-out-of-(m, n):F system Naval Research Logistics, 52(3),pp.21-34 (Collaboration) 2005/04
29.	Article	Efficient Algorithm for the Reliability of a 2-Dimensional Cylindrical k- within-Consecutive-(r,s)-out-of-(m,n):F System The Institute of Electronics, Information and Communication Engineering 87-A(5),pp.1251-1257 (Collaboration) 2004/05
30.	Article	Survey of Reliability Studies of Multi-dimensional Consecutive-k-out-of-n:F Systems Journals of Reliability Engineering Association of Japan 25(7),pp.779-792 (Collaboration) 2003/11
31.	Article	Reliability of a 2-Dimensional k-within-Consecutive-rXs-out-of-mXn:F System Naval Research Logistics, 48(7),pp.625-637 (Collaboration) 2001/01
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■ Home Page

http://www.syslab.it-chiba.ac.jp/Labo/