A Bessel function inequality connected with stability of least square smoothing, II
Lorch, Lee; Szego, Peter; Lorch Lee; University of Alberta; Szego Peter; Ampex CorporationRedwood City, California, U.S.A.
Журнал:
Glasgow Mathematical Journal
Дата:
1968
Аннотация:
In accordance with customary notation, J<sub>v</sub>(t) denotes the Bessel function of the first kind and order v, j<sub>vk</sub> its kth positive zero and j<sub>v, 0</sub> = 0.The object of this note is to prove that
182.2Кб