1) quasi-hyperbolic limit pseudoorbit
![点击朗读](/dictall/images/read.gif)
拟双曲极限伪轨
2) quasi-hyperbolic strong pseudoorbit
![点击朗读](/dictall/images/read.gif)
拟双曲强伪轨
3) limit shadowing
![点击朗读](/dictall/images/read.gif)
极限伪轨跟踪性
1.
Depend on the conclusion that a kind of semi-linear parabolic equation has Lipschitz shadowing property near the global attractor approached by reference[1],improved the conclusion that this kind of semi-linear parabolic equation has limit shadowing property near the global attractor.
在文献[1]提出的一类半线性抛物型方程全局吸引子附近具有Lipschitz伪轨跟踪性结论的基础上,进一步证明此类半线性抛物型方程全局吸引子附近具有极限伪轨跟踪性。
4) quasi-hyperbolic orbit
![点击朗读](/dictall/images/read.gif)
拟双曲轨道
1.
Limit shadowing property on a quasi-hyperbolic orbit;
![点击朗读](/dictall/images/read.gif)
拟双曲轨道的极根伪轨跟踪性
5) limiting trajectory
![点击朗读](/dictall/images/read.gif)
极限轨迹
6) pseudo-hyperbolic disk
![点击朗读](/dictall/images/read.gif)
伪双曲圆盘
1.
If μ is a nonnegative Borel measure on the unit disk in the complex plane, it was showed that μ is a vanishing Carleson measure on A~p() if and only if the average of μ on the pseudo-hyperbolic disks D(z,r) tends to 0 as |z|→1~-.
讨论带正规权的加权Bergman空间 Ap() 上的 Carleson型测度,若μ为复平面单位圆盘上的非负Borel测度,证明了μ为 Ap() 上的消没 Carleson测度的充要条件是μ在伪双曲圆盘 D(z,r) 上的平均当| z |→1- 时趋向于0。
补充资料:伪经伪轨
【伪经伪轨】
(术语)大黑天之本说。前所揭之仁王经,大日经,三世最胜心明王经,理趣经,孔雀经,仁王经疏,大日经疏,及寄归传等是也。世有佛说摩诃迦罗大黑天神大福德圆满陀罗尼经,摩诃迦罗大黑天神所问经等。皆伪经也。诸录不载。又,嘉祥寺神恺之大黑天神法。世称为大黑天仪轨。为人所据。然非真本。亦伪作也,但书中引用之经疏语悉正。
(术语)大黑天之本说。前所揭之仁王经,大日经,三世最胜心明王经,理趣经,孔雀经,仁王经疏,大日经疏,及寄归传等是也。世有佛说摩诃迦罗大黑天神大福德圆满陀罗尼经,摩诃迦罗大黑天神所问经等。皆伪经也。诸录不载。又,嘉祥寺神恺之大黑天神法。世称为大黑天仪轨。为人所据。然非真本。亦伪作也,但书中引用之经疏语悉正。
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