Hong Oh Kim

On Partition of Unities Generated by Entire Functions and Gabor Frames in L^2({\mathbb R}^d) and \ell ^2({\mathbb Z}^d)

We characterize the entire functions P of d variables,

B-Spline Approximations of the Gaussian, their Gabor Frame Properties, and Approximately Dual Frames

d\ge 2,

On entire functions restricted to intervals, partition of unities, and dual Gabor frames ⁄

d≥2, for which the

CHARACTERISATIONS OF PARTITION OF UNITIES GENERATED BY ENTIRE FUNCTIONS IN \mathbb{C}^{d}

{\mathbb Z}^d

NON-STATIONARY BIORTHOGONAL WAVELET SYSTEMS CONSTRUCTED FROM INTERPOLATORY SUBDIVISION SCHEMES

Zd-translates of