勒贝格 meaning in Chinese
henri lebesgue
lebaigue
lebegue
lebeigue
lebesgue stieltjes integral
loberg
loehberg
lohberg
roberg
Examples
- In section 2 , based on knowledge class open intervals are constructed , then a kind of specific lebesgue measures , called knowledge measure , is defined and researched
第2节，以知识分类为基础，构造开区间，定义和研究了一种具体的勒贝格测度? ?知识测度。 - 103 picks up where 18 . 100b ( analysis i ) left off . topics covered include the theory of the lebesgue integral with applications to probability , fourier series , and fourier integrals
课程18 . 103是18 . 100b (分析i )的延续。本课程的主题包括:运用概率论的勒贝格积分理论,傅立叶级数,以及傅立叶积分。 - 103 picks up where 18 . 100b ( analysis i ) left off . topics covered include the theory of the lebesgue integral with applications to probability , fourier series , and fourier integrals
课程18 . 103是18 . 100b (分析i )的延续。本课程的主题包括：运用于机率之勒贝格积分理论，傅立叶级数，与傅立叶积分。 - After constrcting the perfective space , prove that this space is just the space of lebesgue integratiable function , thus explain that lebesgue integral is the form of the perfective riemann integral
在构造了完备化空间之后，证明了该空间就是勒贝格可积函数空间，从而说明了黎曼积分的完备化形式是勒贝格积分。 - Further - more , by constructing the relations between the fiflite subshift on the symbolic set and the chaotic iterated map by means of marotto theorem , we investigate the structure of the invariant as well as the estimation of topological entropy , zeta - - function , lyapunov exponent . by the end of the chapter , we present several conclusions on the perturbed chaotic systems and a theorem about " heteroclinical repellers imply chaos " . in chapter 3 , we are mathematically modelling two particular classes of impul - sive differential equations having chaos dynamics
在本文的第三章中，我们建立了脉冲微分方程中的两类混沌模型，一类利用映射的扰动理论证明了系统随着参数变化时具有不同意义的混沌动力学行为；另一类则利用勒贝格可测的概念给出了脉冲微分方程中所特有的关于脉冲间期函数初值敏感的定义，同时理论证明了在一类脉冲微分方程中确实如新定义所描述的复杂动力学行为