1、

Stock prices are approximately brownian motion, which means they are everywhere continuous but nowhere differentiable.

股票价格接近于布朗运动, 即处处连续而无处可微.

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2、

First the associated Hamilton-Jacobi-Bellman ( HJB ) equation is given, then its continuously differentiable solution is constructed.

首先给出了最优控制问题对应的Hamilton_Jacobi_ Bellman 方程, 接着构造出了它的连续可微解.

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3、

Not all continuous functions are differentiable.

不是所有的连续函数都是可微的.

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4、

Every polynomial is differentiable, and so is every rational.

每个多项式都是可微的, 而每个有理函数也是如此.

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5、

As aspecial case , the viability of epigraph of a sub-differentiable function is discussed.

最后讨论了次可微函数上图的生存性问题.

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6、

Theorem 1 ( Necessary Condition ) If is differentiable at, and is a local extreme value of, then.

定理1 ( 必要条件 ) 设函数在处可导, 且在处取得极值, 那么.

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7、

Give a set of mean-value theorem in open-interval with non-differentiable points.

摘要给出了开区间内有不可导点的微分中值定理.

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8、

The function is continuously differentiable.

函数是连续可微分的.

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9、

They turn out to be differentiable at 0.

他们在0点也成为可微分的.

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10、

A . Mas-Colell . The Theory of General Economic Equilibrium: A Differentiable Approach.

《一般经济学均衡理论: 另一种解读》.

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11、

Convex analysis, Lagrangian relaxation, non differentiable optimization, and applications in integer programming.

凸分析 、 拉格朗日松弛法 、 不可微分函数最适化以及在整数规划上的应用.

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12、

Piecewise continuous differentiable function

分段连续可微分函数

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13、

This article was to offer necessary and sufficient condition and application of conjugate differentiable complex function in complex system.

给出了复形式的复变函数的共轭可微性充要条件的证明及其重要应用。

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14、

In this peper some sufficient optimality conditions and duality theorems are obtained for a semi-infinite programming problem in the symmetrically differentiable generalized convex functions and the set of active constraints index is infinite countable set case.

在对称可微广义凸函数、起作用约束指标集为无穷可数集的情形下,得到了半无限规划的几个最优性充分条件和对偶性定理。

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15、

Extensions of Continuous Differentiable Functions Defined in Perfect Sets

完全集上的连续可微函数的开拓

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16、

Hausdorff Dimension of A Continuous and Non-differentiable Function Defined by Septenary Decimal

一个七进位制小数定义的连续不可微函数的Hausdorff维数

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