- 更多网络例句与可偏微函数相关的网络例句 [注：此内容来源于网络，仅供参考]
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The maximum principle of the optimal control for the stochastic systems described by Zakaj stochastic partial sifferential equationis proved by approximately minimum point theorem of E. Ekeland. The convexity and compactness of the set of control values is not assumed, and it is not necessary for the maximum principle about differentiability in control variables included in drift term of the stoch astic system and the integrand in index functional, and costate process satisfies the stochastic partial ...
在不假便定控制变量取值的集合是凸的和紧的，不要求随机系统的漂移项和指标泛函的被积函数关于控制变量具有可微性的情况下，用E，Ekeland的近似极小点定理证明了Zakai随机偏微分方程描述的随机系统的最优控制的最大值原理，和用很简洁的方法证明了协态过程满足一个随机偏微分方程。
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And then the sufficient conditions of differentiability for the multivariate function is considered.
然后考虑了一般的多元函数的情形，得到了当多元函数的某个偏导数连续，而其余偏导数存在时，函数可微。
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Theorem 1 Suppose the function is differentiable at,then its partial derivative at exist, and the total differential of
定理1如果函数在点可微分，则该函数在点的偏导数必定存在，且函数在点的全微分为。
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As we all know, if the two partial derivations of binary function are continuous ,the function is differentiable.
摘要众所周知，当二元函数的两个偏导数都连续时，函数可微。
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If all of the partial derivations exist and only one of them is not continuous,the multivariate function is differentiable.
最后结合实例进行了讨论，结果表明，所有偏导数存在并不蕴含可微，函数可微时可以没有连续的偏导数。
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First of all, it is proved that if one partial derivation is continuous,the other partial derivation exists,the binary function is differentiable.
首先证明了当二元函数的一个偏导数存在，另一个偏导数连续时，函数可微。
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Be differentiable at . Then has first partial derivatives at , and
可微，则复合函数在点的一阶偏导数存在，且有
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Limits, Continuity, Derivatives, and Integration of Single Variable, Integration Techniques, Applications of Derivatives and Integrals, Infinite Sequences and Series, Multivariable Function and Their Derivative, Multiple Integrals, Integration in Vector Fields.
课程内容：单变数函数之极限、连续、微分、积分，积分技巧，微分与积分的应用，无穷数列与级数，多变数函数之偏微分、可微性，多重积分，极值问题，向量场积分。
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Firstly, this paper definited pseudometric d for n -foldproduct of σ-algebra A of subsets of a given set X , and definited indicator function ; secondly, gave the concept of differentiable of set function at S° and concept of partial derivative at S° with respect to the ith argument Si through indicator function, and defound the weak efficient solution of and optimality necessary condition; Finally, obtained three weak duality results and strong duality results under generalized convexity conditions.
首先，对已知集X的子集的σ-代数A的n-折积A^n，定义了伪度量d，给出了相应的特征函数〈h，Is〉；其次，通过特征函数给出了集函数在S 可微的定义及集函数在S 关于第i个变量Si的偏导数定义；给出了多目标规划问题的弱有效解概念及的最优性必要条件；最后，分别在目标函数和约束函数的3种较弱凸性条件下，研究n-集函数多目标规划问题的对偶问题，获得了3个弱对偶结果和强对偶结果。
- 更多网络解释与可偏微函数相关的网络解释 [注：此内容来源于网络，仅供参考]
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partially computable function：部分可计算的函数
partially adjoint operator 部分伴随算子 | partially computable function 部分可计算的函数 | partially differentiable function 可偏微函数
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partially differentiable function：可偏微函数
partially differentiable function 可偏微函数 | partially isometric operator 部分等距算子 | partially ordered set 半序集
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partially isometric operator：部分等距算子
partially differentiable function 可偏微函数 | partially isometric operator 部分等距算子 | partially ordered set 半序集