为了解决正交拉丁方完备组问题，利用代数方法讨论了拉丁方与正则群的关系。
In order to solve the problem of complete system of orthogonal Latin squares, relation between Latin square and permutation groups is discussed by using method of algebra.
给出系统均方指数稳定和几乎必然指数稳定的代数判据。
And the algebraic criteria of exponential stability and almost sure exponential stability are given.
得出了最优控制器关于结构不确定性的鲁棒性质。给出了系统的均方指数镇定的代数判据。
The robustness of the optimal controller for uncertain parameters of systems and the algebraic criteria of exponential stability in mean square are obtained.
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.
与弘亚世代数据团队和分析师团队紧密合作，优化第三方数据源，提高研究水平。
Work closely with existing Pacific Epoch data team and research Analysts to strategically determine optimal data sources to advance technology research efforts.
另一方面，代数体系通过迅速能被“建造”的特性补充了已丢失的灵活与生动性。
The algebraic system, on the other hand, makes up for the loss of elasticity and animation by being immediately "constructible."
不幸的是，这一方法仍然包含了一系列复杂的代数计算，还涉及了复杂得三角函数。
Unfortunately, the solution still included a complicated set of sums of algebraic series involving tricky powers of trigonometric functions.
同时，一个位于科罗拉多州柯林斯堡，占地约5万平方英尺的新设施，被设计成为“活的实验室”，以研究如何降低下一代数据中心对环境的影响。
Meanwhile, a new, 50,000 square-foot facility in Fort Collins, Colo., is designed as a 'living laboratory' for research into reducing the environmental impact of next generation data centers.
给出用计算机代数系统Mathematica建立Yang -Baxter方程解的统一方法，此方法可用于具有动力r -矩阵的约束系统。
A unifying method for constructing the solutions to the Yang-Baxter equation by using the computer algebraic system Mathematica is presented.
给出用计算机代数系统Mathematica建立Yang -Baxter方程解的统一方法，此方法可用于具有动力r -矩阵的约束系统。
A unifying method for constructing the solutions to the Yang-Baxter equation by using the computer algebraic system Mathematica is presented.
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