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- TWO POSITIVE SOLUTIONS FOR SECOND ORDER THREE POINT BOUNDARY VALUE PROBLEMS WITH SIGN CHANGING NONLINEARITIES 具有变号非线性项的二阶三点边值问题的两个正解
- The Existence Of Two Positive Solutions Of Super-linear Singular Functional Boundary Value Problems 超线性奇异泛函微分方程两个正解的存在性
- The Existence of Two Positive Solutions for a Class of Nonlinear Three-point Boundary Value Problem 一类非线性三点边值问题两个正解的存在性
- The Existence of Two Positive Solutions for a Class of Third-Order Boundary Value Problems 三阶边值问题两个正解的存在性
- It is shown that there are exactly two positive solutions for a class of quasilinear eigenvalue problems; 说明一类拟线性特征值问题有两个正解；
- two positive solutions 两个正解
- You may have your choice between these two positions. 在这两个职位中,你有权选择其一。
- Two negative charges repel each other ,and so do two positive charges . 两个负电荷相斥，两个正电荷也是如此。
- Two negative charges repel each other, and so do two positive charges. 两个负电荷相斥，每个正电荷也是如此。
- Existence of positive solutions of BVP for second order IDE with fixed moments. 二阶脉冲微分方程边值问题。
- Two negative charges repel each other , and so do two positive charges . 两个负电荷相斥，两个正电荷也是如此。
- Two negative charges repel each other , and so do two positive charges. 两个负电荷相斥，两个正电荷也是如此。
- The difference in longitude between two positions as a result of a movement to the west. 经度差因为向西的运动而产生的两个位置之间的经度上的差别
- The Positive Solution For All Your Flow Control Applications. 适用于所有流量控制领域的正确地解决方案。
- We are thus seeking the positive solution of the equation. 因而我们求方程的正根。
- The support of long shafts at more than two positions. 在两个以上位置支撑长轴。
- The non-existence of radially non-increasing positive solutions is derived for a system of quasi-linear elliptic differential equations first of all. 摘要首先得到一类拟线性椭圆型方程组正解的先验界估计和衰减性质，从而推出该方程组的径向非增正对称解的不存在性结果。
- Points P and Q represent two positions of the particle. P点和Q点分别表示该质点的两个位置。
- We first get the nonexistence result for a related elliptic systems of nonincreasing positive solutions. 首先得到了它对应的椭圆型方程组非增正解的不存在性。
- The positive solutions of the equations are given by using method of direct structure in the Banach space. 主要从事泛函，微分方程，差分方程、差分方程理论及应用研究。
