derivatives of higher order 中文意思是什麼
derivatives of higher order
解釋
高階導數- derivatives : 導數
- of : OF ＝Old French 古法語。
- higher : adj 〈high 的比較級〉較高的；高等的。 higher command 【軍事】＝ high command higher criticism 聖...
- order : n 1 次序，順序；整齊；（社會）秩序，治安；狀況，常態；健康狀態；條理；會場秩序；議事程序，日程；...
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Higher order radial derivatives of bloch type functions
型函數的高階徑向導數 -
First, we apply the method of galerkin and the fixed theorem of the larey - schauder to prove the existence of the approximate solution. next, we give the priori estimates of the higher order derivatives ( with respect to spa - tial variable and time variable ) of the approximate solution
首先應用galerkin方法和larey一schaude :不動點定理證明近似解的存在性，然後進行近似解的高階導數的先驗估計（關于空間變量和時間變量） 。 -
Existence of multiple monotone positive solutions for higher order boundary value problems that contain all order derivatives
含有各階導數的高階微分方程邊值問題三個單調正解的存在性 -
A note about the ordinary interpolation with derivatives of higher order
高次帶導數插值問題的一點注記 -
It is of interest to note that the ultraconvergence, i. e. with two order higher than the global optimal convergent rate, of the derivatives at the points of interest is obtained by the spr technique for all even - order elements on the uniform meshes in either one or two situation
有趣的是，在一致剖分意義下，無論是一維還是二維情形，對偶次有限元利用spr技術都可以獲得節點應力強超收斂結果，即比整體最優收斂階高兩階的超收斂。 -
Abstract : this paper discusses the conditional problem of the higher order derivatives depending on more than one function, sovles conditional problem of variation of definite integral constraint by using lagrange ' s method of multipliers, and studies the conditional problem of variation of more than one definite integral constrains
文摘:討論依賴于多個函數的高階導函數的泛函的變分問題，並且利用拉格朗日乘子法討論此類泛函的一種書有定積分約束的條件變分問題的解法.最後討論有多個定積分約束的條件變分問題 -
This paper discusses the conditional problem of the higher order derivatives depending on more than one function, sovles conditional problem of variation of definite integral constraint by using lagranges method of multipliers, and studies the conditional problem of variation of more than one definite integral constrains
討論依賴于多個函數的高階導函數的泛函的變分問題，並且利用拉格朗日乘子法討論此類泛函的一種書有定積分約束的條件變分問題的解法.最後討論有多個定積分約束的條件變分問題
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