The boundary-initial value problem is reduced to a boundary-value problem only . 邊值-初值問題簡化成僅僅是邊值問題。
To illustrate the procedure and to lend concreteness to the ideas expressed in this section, a specific boundary-value problem is studied . 為了說明方法和對本節(jié)所表示的概念的具體化,將研究一個特殊的邊界值問題。
Research on generalized two - point boundary - value problem based on neural network 基于神經(jīng)網(wǎng)絡(luò)的廣義兩點邊值問題
On the existence of positive solutions for second order multi - point boundary - value problems 二階多點邊值問題正解的存在性
An existence theorem of solution to boundary - value problem governed by second - order difference equation 二階差分方程邊值問題的一個存在定理
Existence of solutions to a class of non - local elliptic equation with the third boundary - value problem 一類帶有第三類邊值問題的非局部橢圓方程解的存在性
The axisymmetric mixed boundary - value problem of the vertical vibration of a rigid foundation on saturated layered soil subgrade 上覆單相彈性層的飽和地基上剛性基礎(chǔ)豎向振動的軸對稱混合邊值問題
The results show that the eigenvalues of the boundary - value problem form a denumerable set , and the eigenvalue approaches infinity 結(jié)果表明邊值問題的特征值構(gòu)成一個可數(shù)集,并且特征值趨向于無窮大。
The purpose of the first part is to in - vestigate superconvergence phenomena for the second order elliptic boundary - value problems over triangulations , by using least - squares mixed finite ele - ment method 第一部分的目的是研究基于三角形剖分的最小二乘混合有限元方法的超收斂性。
The quasi - weak convergence in c [ a , b ] is studied and applied to the boundary - value problems in the nonlinear ordinary differential equations without the assumption of the continuity , compactness and convexity 摘要研究了連續(xù)函數(shù)空間中凹(凸)函數(shù)列的擬弱收斂性,并應(yīng)用于沒有連續(xù)性緊性和凹凸性假定的二階常微分方程的邊值問題。