因此，极大代数理论不适合FMS的建模分析。
Consequently. we have reached the conclusion that max-algebra is not suitable for FMS modelling.
研究了极大代数上线性系统的单输入单输出的最小实现问题。
We study the minimal realization of a low dimension SISO linear system in the Max - algebra.
用图论方法对一类极大代数意义下矩阵进行了研究，给出了矩阵方幂元素的性质。
In this paper, we study the problem of a kind of matrix in the sense of minimax algebra by using graph theory method and present the property of matrix power element.
用极大代数意义下的线性系统理论提出了一种与系统矩阵维数无关的，模块网络迭代法。
By the linear theory in the max-algebra, it presents the block network iterative method which is independent of the dimension of system matrix.
研究了极大代数意义下矩阵的行列单调性质，给出了带缓冲器的多出口串行生产线系统矩阵的行列单调性。
This paper explores the row-column monotonicity of matrix in the light of maximal algebra and presents the row-column monotonicity of multi-exits serial production line system matrix with buffer.
本文以极大极小代数为基础，给出了一种求解水资源最优规划问题的代数算法。最后用实例验证了该法的有效性。
On the base of the minimax-algebra, this paper proposes an algebra method to solve the optimum planning question of the water resources, and this paper proves its effectiveness by a real example.
本文根据极大极小代数理论，给出了一种用以求解动态规划中有限多阶段决策问题的代数算法。
On the basis of minimax algebra theory, this paper provides an algebra method of solving countable stages decision problems in the dynamic programming.
构造了一类以5维最简线状3 -李代数为极大次幂零理想的可解3 -李代数，并且对构造的3 -李代数进行了分类。
A class of solvable 3-lie algebras with a 5-dimensional maximal hypo-nilpotent ideal, which is a 5-dimensional simplest filiform 3-lie algebra, is constructed.
利用系数矩阵和极大项，证明了这类李代数是半单李代数且没有二维交换子代数。
Using the notion of coefficient matrix and maximal element. We prove that the Lie algebra is semi-simple and it has no abelian two dimensional subalgebra.
根据编译时间和编译代码比解释代码快的程度，即使对迭代数量只做很小的变化，也可能造成测量的“性能”有极大差异。
Depending on the compilation time and how much faster the compiled code is than the interpreted code, small changes in the number of iterations can result in big differences in measured "performance."
引入了IS -代数的既约理想和次极大理想的概念，讨论了它们的性质，并得到把每个理想分解为既约理想和次极大理想的几个分解定理。
The irreducible ideal and the submaximal ideal of ISalgebras are introduced, their properties are discussed and some decomposition theorems of ideals in ISalgebras are obtained.
引入了IS -代数的既约理想和次极大理想的概念，讨论了它们的性质，并得到把每个理想分解为既约理想和次极大理想的几个分解定理。
The irreducible ideal and the submaximal ideal of ISalgebras are introduced, their properties are discussed and some decomposition theorems of ideals in ISalgebras are obtained.
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