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最大值函数
相关语句
  maximum function
     Linear Maximum Function Programming
     线性最大值函数规划
短句来源
     In this paper, the problem of a linear maximum function programming Min {Z(X) = maxZi(X)}is discussed and the method of finding the optimal solution is also presented.
     本文讨论了线性最大值函数规划问题其中Z_i(X)是X的线性函数。 同时给出了寻求最优解的方法。
短句来源
     A New Simple and Direct Approach to Solving the Linear Maximum Function Programming
     求解线性最大值函数规划的一种简捷方法
短句来源
     This paper sets forward a new, simple, and direct approach to solving the linear maximum function programming.
     本文提出了一种求解线性最大值函数规划的简捷方法。
短句来源
     It can be shown that this function has some properties similar to those of Lp norm and approaches the maximum function as a controlling parameter tends to infinity.
     可以证明,该函数具有Lp模的一些类似性质,并且当所含参数趋于无穷大时,精确逼近最大值函数
短句来源
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  “最大值函数”译为未确定词的双语例句
     The ages of PBMD and the ages of 13% and 25% less than PBMD were calculated by maximal value regression model.
     根据最大值函数回归模型方程,以极大值作为峰值BMD计算出峰值BMD时相应的年龄值以及BMD下降13%和25%时相应的年龄值。
短句来源
     With using of compute in all kinds of fields, some functions that is difficult to compute in the past, become simple now, for example, looking for maximum functions and abuse functions are used in computation of statistics.
     随着计算机的广泛应用,过去一些难以计算的复杂函数现在变的简单了,并且得到广泛应用,如本文中最大值函数和绝对值函数,它们被应用到一个统计量的计算中。
短句来源
     On the basis of the impulse responses of aperture antennas derived in [6—8], functions describing the transient behavior of series-fed aperture antennas—the transient power-gain function, the transient power-gain-maximum function and the pulse-energy-gain function of the antennas are strictly defined;
     本文从文献[6—8]导出的口径天线的冲激响应出发,给出了串馈口径天线瞬态特性函数——天线瞬时功率增益函数、天线瞬时功率增益最大值函数和天线脉冲能量增益函数的严格定义;
短句来源
     It proves that the separate function must be elementary function if only it can be described maximum functon or minimal function.
     证明了只要能表示成最大值函数或最小值函数的分段函数一定是初等函数。
短句来源
     Objective To fit the bone mineral density (BMD) changes in distal forearm of normal human by non-linear regression.
     目的采用非线性回归中的最大值函数拟合正常人群前臂远端骨密度(BMD)变化。
短句来源
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  相似匹配句对
     Linear Maximum Function Programming
     线性最大值函数规划
短句来源
     Estimate the Maximum Value for Zygmund Function on Closed Interval
     Zygmund函数在闭区间上最大值的估计
短句来源
     MULTIPLE WINDOW FUNCTION
     多窗口函数
短句来源
     The icm-sum function
     最小公倍数的和函数
短句来源
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  maximum function
Some properties of the maximum function of a meromorphic function
      
A note concerning some properties of the Maximum Function of a Meromorphic Function
      
The complex biomechanics of the ankle joint demand accurate anatomic reconstruction to obtain maximum function.
      
Rapid turnover of species may rescue the concept that diversity leads to maximum function and stability.
      
The approach presented here advocates a stepwise, prioritized approach aiming at both maximum function as well as optimal appearance.
      
更多          
  max function
One of the results is of special interest for future directions of research, since it is possible to compute the max function of n arguments in a restricted domain with O(log n) relational operations.
      
Thus we derive an expression for the ε-subdifferential of a general convex 'max function'.
      
We prove that, under usual assumptions, it is possible to construct a continuously differentiable function, whose minimizers yield the minimizers of the max function and the corresponding minimum values.
      
A formula of Auslender and Cominetti in the case of a max function is improved in particular.
      
It is found that a partial order, which is induced from the min-max function, is the key to characterize the structure of the eigenspace of min-max functions.
      
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Let f(z)=z+sum from n=2 to ∞ a_nz~n be regular and schlicht in the unit circle. M. Schiffer proved that the function w=f(z) in the class of such functions, which renders |a_κ| the maximum, maps |z|<1 onto the whole W-plane with a finite number of analytic cuts. For the cases k=4 and k=5 Schaeffer-Spencer [3] and Golusin [5] proved respectively that there is only one cut for the extremal domain. The principal object of the present paper is to show that the same thing holds true for the cases k=6 and k=7. Our...

Let f(z)=z+sum from n=2 to ∞ a_nz~n be regular and schlicht in the unit circle. M. Schiffer proved that the function w=f(z) in the class of such functions, which renders |a_κ| the maximum, maps |z|<1 onto the whole W-plane with a finite number of analytic cuts. For the cases k=4 and k=5 Schaeffer-Spencer [3] and Golusin [5] proved respectively that there is only one cut for the extremal domain. The principal object of the present paper is to show that the same thing holds true for the cases k=6 and k=7. Our proof depends upon the following lemmas: Lemma A. If{f(z)~2}_6=0; then |a_2|<1.63; and if {f(z)~2}_7=0; then |a_2|<1.77; Where {g(z)}_n denotes g~((n))(0). Lemma B. If |a_6|≥6 and {f(z)~2}6=0, than |a_2|>1.95, If |a_7|≥7 and {f(z)~2}_7=0, then |a_2|>1.85. Using merely the method of variation, without appealing to L(?)wner's method as done by M. Fekete and G. Szeg [6], we can prove the known theorem that (?)|a_3-αa_2~2|=1+2 exp(-2α/(1-α))(0≤α<1) with the "uniqueness" of the extremal function. For the functions f(z) satisfying the pair of conditions R(a_3)>0 and R(a_2)<0, we can pnove that the greatest value of R(a_2+a_3)is 1.03…,and that the correspondiong extremal function is of real coefficients.

S表示單位圆|z|<1上單葉且正則的函數 f(z)=z+α_2z~2+α_3z~3+… (1.1)的全體所成之族。設S′是S的一個子族,S′中任一函數满足條件 R(α_3)>0,R(α_2)<0。對於S′中的函數,本文證明R(α_2+α_3)之最大值是可以達到的,其值是1.03…。達到此值的極值函數的一切係數都是實數,極值函數只有一個。舍勾和飛克得[6]謝缶和斯賓塞爾[3]以及沙拉烏洛夫先後用樓五納的參數表示法和變分法,求出 |a_3-αa_2~2|(0≤α<1)的值,並指出達到此值的極值函數的一切係數都是實數,而且極值函數只有一個。本篇僅用變分法来建立他們的定理。惜缶[4]指出使|a_n|達到最大值的函數(1.1),其映象區域的境界是一組伸展到無窮遠處的解析若當曲綫。謝缶和斯賓塞爾[3],戈魯辛[5]分別證明對於|a_4|和|a_5|的極值區域,其境界綫只有一根。本篇對於|a_6|和|a_7|證明同樣的事實。證明是靠着如下的引理:

On the basis of the impulse responses of aperture antennas derived in [6—8], functions describing the transient behavior of series-fed aperture antennas—the transient power-gain function, the transient power-gain-maximum function and the pulse-energy-gain function of the antennas are strictly defined; the results for some series-fed aperture antennas—one-dimensional end-fed antenna, rectanguler antenna end-fed in one dimension and parallel-fed in the other, two-dimensional end-fed rectangular antenna, and center-series-fed...

On the basis of the impulse responses of aperture antennas derived in [6—8], functions describing the transient behavior of series-fed aperture antennas—the transient power-gain function, the transient power-gain-maximum function and the pulse-energy-gain function of the antennas are strictly defined; the results for some series-fed aperture antennas—one-dimensional end-fed antenna, rectanguler antenna end-fed in one dimension and parallel-fed in the other, two-dimensional end-fed rectangular antenna, and center-series-fed circular antenna are derived.

本文从文献[6—8]导出的口径天线的冲激响应出发,给出了串馈口径天线瞬态特性函数——天线瞬时功率增益函数、天线瞬时功率增益最大值函数和天线脉冲能量增益函数的严格定义;导出了一维端馈天线、一维端馈一维并馈矩形天线、二维端馈矩形天线和中心串馈圆形天线的具体结果。

In this paper, the problem of a linear maximum function programming Min {Z(X) = maxZi(X)}is discussed and the method of finding the optimal solution is also presented.

本文讨论了线性最大值函数规划问题其中Z_i(X)是X的线性函数。同时给出了寻求最优解的方法。

 
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