Speakers

Yongsheng Han (Auburn University, USA)

Ming-Yi Lee (NCU)

Chin-Cheng Lin (NCU)

Abstract

Applying orthonormal wavelets, Meyer proved that all Calderon-Zygmund operators satisfying form an algebra. We are going to extend Meyer’s result to product spaces. Since wavelet bases are not available for the general setting, a new idea need to be developed which is the discrete Calderon-type reproducing formula. This new method can be applied to many other problems, where wavelet bases are not available.