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任意小的英文

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"任意小"怎么读用"任意小"造句

英文翻译手机手机版

  • arbitrarily small

例句与用法

  • Two cases can be made smaller than any datum in the given .
    两件事的已知条件的差别能变得任意小
  • Arbitrarily small domain
    任意小
  • F has a fine structure , i . e . detail on arbitrarily small scales
    分形集合具有精细结构,也就是说,在任意小的尺度下,它总有复杂的细节。
  • The output can be made sufficiently small by properly choosing the controller parameters and the intermediate control functions
    通过适当选择控制器和中间控制函数的参数,系统输出可以被驱动到原点的任意小0邻域
  • Using lyapunov stability theory , it has been shown that the control scheme guarantees that all the variables of closed - loop system are bounded . moreover , the mean - square tracking error can be made arbitrarily small by choosing some design parameters appropriately
    Lyapunov稳定性分析结果表明,本文所提出的控制器保证了闭环系统内的所有信号都是有界的,通过选择适当的设计参数,可以使跟踪误差的均方根任意小
  • We found that if the coin is fair , you will be able to start from a very small capital , say ? > 0 , by means of legal trading , to obtain a very large profit , say a / < < x > , with a probability very close to 1 , say 1 - a . ve will call this situation an opportunity of essential arbitrage . we feel that it is unreasonable to consider such a financial market & perfect
    我们发现如果硬币是公平的(均匀的) ,你就有可能“从任意小的初始资本0出发,经过合法的交易,以任意接近于1的概率(容许取极限,甚至可以达到概率1 )获得预先指定的(可以任意大的)目标盈利m ” ,我们把这种可能成为“可本性套利” 。
  • In capter 2 , it is proved that the system possesses a global attractor and a two - side estimate for the fractal dimension of it is presented . in capter 3 , several different approximate intertial manifolds of the system are constructed by applying linear galerkin method , method of projecting operator and operator eigenvalue and successive iterative method , and it is proved that arbitary trajectory of the system enters into a small neighbourhood of the global attractor after large time . capter 4 studies the asymptotic attractor of the system by constructing a solution sequence which approaches to the global attractor of the equation in long time , and the dimentional estimate of the asymptotic attractor is given
    第二章证明了该系统的整体吸引子的存在性,给出了其分形维数的上下界;第三章利用线性galerkin方法、算子投射和算子特征值方法及逐次迭代方法构造了几类近似惯性流形,证明了该方程的任意解轨道在长时间后进入整体吸引子的任意小邻域;第四章构造了一个有限维解序列即该系统的渐近吸引子,证明了它在长时间后无限趋于方程的整体吸引子,并给出了渐近吸引子的维数估计
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