homogeneous equation
- homogeneous equation的基本解释
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同次方程式
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齐次多程
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Is called a homogeneous equation if the function can be denoted in the form of .
中的函数能够写成的函数,即,则称这方程为齐次方程。
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In this paper, we investigate the increase-order of solutions of higher order homogeneous linear differential equation s with polynomial coefficients.
摘要研究了多项式系数高阶齐次线性微分方程解的增长级问题,得到了比前人更精确的结果。
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The main purpose of this thesis is to discuss two-dimensional, monoenergetic and homogeneous transport equation.
本文讨论单群、各向同性源的2维线性中子输运方程。
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The results is near the outcomes of solving homogeneous equation under the same boundary conditions.
并且和激光流速仪实测的速度数据进行了验证,两者基本吻合。
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The characteristic method is applied and the weak discontinuous solutions of homogeneous quasilinear wave equation s are discussed.
主要分析一维拟线性波方程的解的间断性。
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homogeneous equation:齐次方程
homogeneous distribution 均匀分布,单一分布 | homogeneous equation 齐次方程 | homogeneous equilibrium 均相平衡
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homogeneous equation:齊次方程式
Homogeneity of variance 变异数齐一性 | Homogeneous equation 齐次方程式 | Homogeneous products 同质产品
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homogeneous equation:齐性方程
齐性微分方程 homogeneous differential equation | 齐性方程 homogeneous equation | 齐性函数 homogeneous function
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homogeneous equation:齐性方程式
均匀分布 homogeneous distribution | 齐性方程式 homogeneous equation | 同质 homogeneous grouping
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linear homogeneous equation:线性齐次方程
linear group 线性群 | linear homogeneous equation 线性齐次方程 | linear hull 线性闭包
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