1) Whittaker series
Whittaker级数
1.
The classical sampling theorem states that a band-limited function can berepresented by its Whittaker series which involves an infinite sum.
经典的Whittaker－Kotelnikov－Shannon样本定理讨论的是有限带函数由其Whittaker级数表示问题，它涉及到一个无限项和。
2) Whitlukcr function
Whittaker函数
3) Wittaker Index(β ws)
Whittaker多样性指数β_(ws)
4) Whittaker modules
Whittaker模
1.
As a result, there is abijection between the set of all equivalence classes of Whittaker modules and the set ofall ideals of Z(U_(r,t).
本文主要从谱理论和Whittaker模型的角度研究了量子群U_(r,t)的不可约表示。
5) Whittaker graduation
Whittaker修匀
1.
First,the least square method is used to pre-estimate these parameters,and then modified one-dimensional Whittaker graduation is applied to obtain the graduation parameters.
即先用最小二乘法对各个群体死力函数的参数进行粗估计,再利用一维Whittaker修匀。
6) the standard Whittaker form
标准Whittaker型
补充资料：Whittaker变换
Whittaker变换
Whittaker transform
v日Iitta坛r变换[认、枕习沈r trans血盯11;y“TTeKepa npe-o6p幻OBaH“e」积分变换 :(*)一丁(2;:)一‘4二、。(2二亡)，(:)、:，这里w.，(:)是Whittaker函数(v内littakerfUnction).当几二l/4和拜二士1/4时认小lttaker变换转变为LaPlaee变换(Lap坛ee transform).
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