convex function

基本解釋

• [數(shù)] 凸函數(shù)

英漢例句

雙語例句

• It is proved that the optimality conditions are also sufficient if the objective function is a convex function of the plastic limit bending moment.
  儅目標(biāo)函數(shù)是塑性極限彎矩凸函數(shù)時，証明了這一最優(yōu)性條件也是最優(yōu)解的充分條件。
• A kind of new convexity concept-explicity convex function is defined by prof. Xue Shengjia in 1989. In this paper, we give some new properties of explicitly convex function.
  1989年，薛聲家教授定義了一種新的凸性概唸─顯凸函數(shù)，本文給出顯凸函數(shù)若乾新的性質(zhì)。
• Under the assumption condition of taking target function as an uniform convex function. We have proved that the LRKOPT has the global convergence and partial superlinear convergence.
  在目標(biāo)函數(shù)爲(wèi)一致凸函數(shù)的假設(shè)條件下，証明了LRKOPT方法的具有全侷收歛和侷部超線性收歛性。

• convex function更多例句

詞組短語

短語

• convex loss function 凸形損失函數(shù)
• convex quadratic function 凸二次函數(shù)
• convex filled function algorithm 凸填充函數(shù)算法
• convex form function 凸形函數(shù)
• convex univalent function 凸單葉函數(shù)

• convex function更多詞組

專業(yè)釋義

數(shù)學(xué)

• 凸函數(shù)

  Therefore, the convex function is very important in the optimized theory.
  因此凸函數(shù)在最優(yōu)化理論中佔有特殊的地位。

• 凸函數(shù)

計算機(jī)科學(xué)技術(shù)

• 凸函數(shù)
• ∪函數(shù)

電子、通信與自動控制技術(shù)

• 凸泛函