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- The basic technique used in this paper is the fixed point theory for dif-ferential equations in Banach space. 我们也找出弱解存在的最大时间范围,并探讨此解在趋近边界时的行为;此外,我们也证明了解对初值条件的连续性。
- Some efficient tools such as topological degree theory, fixed point theory and lower and upper method have been applied. 使用的主要方法有锥上的不动点理论、拓扑度理论和上下解方法等。
- The researching methods of BVP of difference equations can trace back to those of differential equations. So far many methods and skills have been accepted, such as: critical point theory ,fixed point theory, topological degree theory. 差分方程边值问题的研究来源于微分方程边值问题的研究方法,微分方程边值问题的研究已经有许多方法和技巧,例如:临界点理论、不动点理论、拓扑度理论等等。
- the Schauder's fixed point theory Schauder不动点定理
- A fixed point theory about limitation map of compact maps sequence 一个关于紧映射序列极限的不动点定理
- The Solution of Least Function Dependence Set by Minimal Fixed Point Theory 用最小不动点理论求解最小函数依赖集
- One Problem on Fixed Point Theory of Fractional Linear Transformation 关于分式线性变换不动点理论中的一个问题
- fixed point theory 不动点理论
- To revolve around a fixed point or axis. 旋转绕一个固定点或轴转动
- A digit, usually zero, produced during the normalizing of a floating-point number, and inserted during a left shift operation into the fixed point part. 在浮点数的规格化过程中产生的,在左移位操作中插入定点部分的数字,该数字通常为零。
- And two fixed point theorems in quasi-metric spaces are obtained. 最后,给出了非对称度量空间上的两个不动点定理。
- By fixed point index theory, multiplicity question of solutions to superlinear operator equations in ordered Banach space is discussed. 通过不动点指数理论,讨论了一类超线性算子方程的多重解问题。
- A further application of the puzzle theory, due to Faught and Hubbard, is the study of the Julia sets and the connectedness locus of a cubic family with one critical fixed point. 利用这个理论,Faught和Hubbard研究了有临界不动点的单参数三次多项式族的Julia集及其连通迹的局部连通性。
- The fixed point theorems for generalized D-metric space are proved. 摘要给出了D-度空间一组不动点定理。
- We use partial order and cone theory to study mixed monotone operators ,so get existence and uniqueness of fixed point without assuming the operator to be compact or continuous. 利用半序关系及锥理论研究了一类混合单调算子,在非紧非连续的条件下,得到了不动点的存在唯一性。
- There are no fixed points in space. 在宇宙中没有固定的点。
- A fixed point whose relationship with a directrix determines a conic section. 焦点一个与准线的关系决定圆锥形状的定点
- A plane curve formed by the locus of points equidistant from a fixed line and a fixed point not on the line. 抛物线到一固定直线和不在直线上某一固定点等距的点的轨迹所形成的平面曲线
- In this paper, the sufficient and necessary conditions for existence and uniqueness of fixed point for a class of mixed monotone operator are proved by using cone theory and introducing the concept of adjoint sequence. 引入了伴随列的概念;运用锥理论证明了一类混合单调算子存在不动点的充分必要条件.
- Gets or sets the first world matrix for fixed point math operations. 为定点数学运算获取或设置第一个世界矩阵。