1) uniformly u0-convergent
u0-匀敛
2) uniform convergence
均匀收敛
1.
The topology of uniform convergence has three characteristic properties in B(I).
B(I)中的均匀收敛拓扑具有 3条特征性质 ,强于点态收敛的完备范数拓扑只有均匀收敛拓扑 。
3) Uniformly u o _convergent
u_o-匀敛
4) non-uniformly convergent
非均匀收敛的
5) u 0 increasing operator
u0-增算子
6) u0 concave operators
u0凹算子
1.
By choosing suitable Banach space and cone,a sufficient condition of the existence and uniqueness of positive solution for a class of boundary value problems with p-Laplacian is given by using the fixed point theorems for u0 concave operators.
通过选择合适的Banach空间和锥,利用u0凹算子的不动点理论给出了一类具p-Laplacian算子的边值问题存在唯一正解的充分条件。
2.
Conditions for the Existence and Uniqueness of Positive Solution for a Class of Fourth Order Boundary Value Problems is given in this paper by using the fixed point theorems for u0 concave operators.
利用u0凹算子的不动点理论给出了一类四阶边值问题存在唯一正解的条件。
补充资料：敛去
1.退缩而离去。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条