Thus the approximate quadratic expression of SVSR boundary can be obtained by the calculation on a given operating point close to the boundary.
由此，通过在一个临近SVSR边界的系统运行点处的运算，可以直接得到SVSR边界的近似二次解析表达式。
Based on clustering normal and attack training samples, by defining approaching degree of boundary surface of every clustering center, quadratic expression of standard SVM is improved;
通过对正常和攻击样本的聚类分析，定义聚类簇中心的边界面接近度因子，实现对标准SVM二次式的改进；
In this paper, using the theories of linear model in the statistics, we can give the general expression on solution of a class of equality constrained quadratic programs problem.
本文利用统计学中线性模型的理论给出一类等式约束二次规划问题解的表达式。
This paper is to discuss the Linear-quadratic singular optimal control problem for infinite dimensional systems, specially the problem of the close loop expression of the optimal control.
本文讨论无限维系统的线性二次奇异最优控制问题，主要目标是最优控制的闭环表示。
This paper is to discuss the Linear-quadratic singular optimal control problem for infinite dimensional systems, specially the problem of the close loop expression of the optimal control.
本文讨论无限维系统的线性二次奇异最优控制问题，主要目标是最优控制的闭环表示。
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