
Nakamura Taishin
- 助教
- 学位:博士(工学)
基本情報
所属
- Undergraduate School of Information Science and Technology / Department of Applied Computer Engineering
- Graduate School of Engineering / Course of Electrical and Electronic Engineering
詳細情報
研究キーワード
- Reliability engineering
- Operations research
研究分野
- Social infrastructure (civil Engineering, architecture, disaster prevention) Safety engineering
- Social infrastructure (civil Engineering, architecture, disaster prevention) Social systems engineering
論文
Proposal of an Algorithm for Solving the Component Assignment Problem of an Adjacent Triangle-(m, n):F Triangular Lattice System
A weighting local search for the network topology design problem
Proposal of the Algorithm for Solving the Component Assignment Problem in a Linear Consecutive System with Three Failure Modes
Birnbaum importance-based simulated annealing algorithm for solving the component assignment problem of linear connected-(r, s)-out-of-(m, n):F lattice systems
Investigating properties of the optimal arrangement in multistate sliding window systems
Branch‐and‐bound‐based algorithm for solving the multi‐type component assignment problem in a consecutive‐$k$‐out‐of‐$n$:F system
Ant Colony Optimization Algorithm with Three Types of Pheromones for the Component Assignment Problem in Linear Consecutive-k-out-of-n:F Systems
Algorithm for Computing the System Signatures of Linear and Circular Connected-(1,2)-or-(2,1)-out-of-(m,n):F Lattice Systems
Evaluation methods for the reliability of a Linear Connected-(1,2)-or-(2,1)-out-of-(m,n):F Lattice System
Reliability of a Toroidal Connected-(r,s)-out-of-(m,n):F Lattice System
System Signatures of Connected-(1,2)-or-(2,1)-out-of-(m,n):F Lattice Systems
Algorithm for Solving the Component Assignment Problem in a Multistate Sliding Window System
Algorithm for Solving Optimal Arrangement Problem in Connected-(r,s)-out-of-(m,n):F Lattice System
講演・口頭発表等
- Solving the Component Assignment Problems Using Ant Colony Optimization
- Reliability modeling and optimization of consecutive-k systems
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