SLAE:线性代数方程组
“线性代数方程组”(System of Linear Algebraic Equations)在数学与工程领域应用广泛,为便于快速书写与交流,常缩写为SLAE。这一术语涵盖了多个学科中的基础计算问题,通常出现在未明确分类的综合性研究或实际应用中,是解决多变量线性关系的重要数学工具。
System of Linear Algebraic Equations具体释义
System of Linear Algebraic Equations的英文发音
例句
- The system of linear algebraic equations, which contain six equations, is deduced and the expressions of the reflection and transmission coefficients are obtained.
- 同时推导出了含有六个方程的线性代数方程组(SLAE),并给出了透射系数和反射系数的解析表达式。
- Quadratic PE and PE_k Methods of Solving a System of Linear Algebraic Equations(SLAE)
- 解线性代数方程组(SLAE)的二次PE方法和二次PEk方法
- For an n-order linear dynamical system with m inputs and r output, the problem is reduced to a ( n-m ) state feedback control problem constrained by a simple system of linear algebraic equations.
- 对具有m个输入和r个输出的n阶线性动态系统,特征值的配置问题可以看成是如何找到一个由线性代数方程描述的简单系统来表示(n-m)阶状态反馈控制。
- Then the consistent estimates for coefficients of the closed-loop system are derived by using the Yule-Walker equation, while the consistent estimates for coefficients of the open-loop system are obtained by solving a system of linear algebraic equations.
- 然后利用Yule-Walker方程给出闭环系统系数的一致估计,而把求开环系统系数的一致估计归结为解一组线性代数方程。
- After solving the system of linear algebraic equations, another problem is induced that requires revising this coefficient matrix in order to get a new system of equations.
- 在线性代数方程组(SLAE)已解出之后,另一个课题需要修改它的系数矩阵,从而得到一个新的方程组。
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