bilinear form 中文意思是什麼
bilinear form
解釋
雙線性型-
2. using the property of the bilinear and trilinear form, a priori bound for solutions of a weak formulation is given
利用雙線性函數和三線性函數的性質,論述了各子問題的有界性、強制性以及解的先驗估計。 -
In this paper, we expand eigenvalue of poisson equation using bilinear element, by the formulation of the error expanition, we can conclude that it is a upper bound. and by two numerical example, we computer the approximate eigenvalue of poisson equation in square and l - shape domains, then we analyses the approximate eigenvalue. we also extraplate the error expansion and enhance the accuracy of the eigenvalue form the second order to the forth order
本論文對poisson方程的特徵值採用雙線性元進行展開,得到了誤差展開式,通過誤差展開式,我們能得到特徵值是上界。通過數值算例,計算方形與l形區域上的poisson方程的近似特徵值,並對數據進行分析,驗證了理論的正確性,然後通過對誤差展開式外推,收斂級數可以從二階提高到四階,得到了高精度的解。 -
A class of lie algebras with a symmetric invariant non - degenerate bilinear form
一類帶有非退化對稱不變雙線性型的李代數 -
The dirac stracture for lie bialgebroid ( a, a * ) is a subbundle l c a + a *, which is maximally isotropic with respect to symmetric bilinear form (, ) +, whose section is closed under the bracket [, ]. the dual characteristic pairs of maximal isotropic subbundle is an important conception which is used to describe maximal isotropic subbundle
李雙代數胚上的dirac結構是指在對稱配對( , ) _ +下極大迷向,在[ , ]下可積的子叢,對偶特徵對是描述極大迷向子叢的重要概念。 -
Associative bilinear form
結合雙線性形式 -
Associated bilinear form
相伴雙線性形式 -
Canonical bilinear form
典範雙線性型 -
Bilinear integral form
雙線性積分型
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