1) Spectral properties of self-affine measure
自仿测度的谱性质
2) self-affine measure
自仿测度
1.
The self-affine measure associated with an iterated function system and a weight is uniquely determined.
自仿测度与迭代函数系和权相关联,并且被唯一地确定。
2.
In order to study the problem of the number of the orthogonal exponential functions on the generalized Sierpinski gasket,the concept of self-affine measure is introduced.
针对广义Sierpinski垫正交指数函数集的元素个数问题,引入自仿测度概念,将Dutkay和Jorgensen所讨论的扩张矩阵M推广,通过分析μM,D的傅里叶变换M,D的零点集Z(M,D)的性质,证明L2(μM,D)中的任意正交指数集至多包含4个元素。
3) self-adjoint spectral measure
自伴谱测度
4) property of "zi"
"自"的性质
5) opial property in meature
依测度收敛的Opial性质
6) Banach-Saks property for convergence in measure
依测度收敛的Banach-Saks性质
补充资料：自调自净自度
【自调自净自度】
（术语）同自调项。
（术语）同自调项。
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