極值函數的英文

極值 peak; extreme; extremal; ext ...
函數 function
極值曲線；極值函數 extremal
值函數 value function
【數學】單值函數。 uniform function
布爾值函數 boolean valued function; boolean-valued function
策略值函數 strategically value function
插值函數 interpolating function; interpolation function
常值函數 constant function
純量值函數 scalar valued function
單峰值函數 single humfunction
單值函數 monodrome function; monotropic function; one valued function; one-valued function; simple function; simplefunction; single valued function; single-valued function; univalent function
多峰值函數 multiple humfunction
多值函數 many valued function; many-valued function; multiform function; multiple valued function; multiple-value function; multivalue function; multivalued function
非單值函數 nonuniform function
復值函數 complex flnction; complex functions; complex valued function
復值函數論 complex function theory
極大值函數 max-value function
集團值函數 group value function
價值函數 cost function; value function
近似值函數 approximate value functions
絕對值函數 abs function
均值函數 mean value function
離散值函數 discrete-valued function
零值函數 zero-valued function

千萬人都在用的超大詞匯詞典翻譯APP

Estimates on the extremal sobolev - hardy functions
極值函數的估計
Determining the extreme values and extremal functions of the analytic functions on d = { z $ c : z < 1 } is very important in the principles of univalent functions . baernstein [ 2 ] gave the conclusion by using koebe function as the extremal function , glenn schober [ 6 ] studied the classes such as s , p , k , s * of h ( d ) and represented these functions with integral formulations . wang jian [ 3 ] and others investigated the integral mean values
Baernstein首先在單位圓上討論給出了以koebe函數作為極值函數的結論， glennschober對h ( d )中一些函數子類如s 、 p 、 k 、 s ~ *等作了研究，將這些子類上的函數用積分表達出來，王鍵結合baernstein ~ *函數的定義及glennschober的結論，定義了對稱集的概念并得出了一些函數類在其上的積分平均。