Solution of large dense complex matrix equations utilizing wavelet-like transforms

The objective of this paper is to explore the validity of various mathemati cal properties of the wavelet-like transforms-for the solution from? thin w ire structures utilizing the conventional integral equation technique based on the method of moments. It is illustrated through numerical experimentat ion that the conventional mathematical bounds existing for the classical wa velet transform do not apply to the wavelet-like transforms. Also the class ical wavelet transform is really not applicable for the solution of the mat rix equations. These statements will be illustrated through examples.