I. Introduction
Incoherent Signal Subspace Method (ISM) [1] is a conventional method for estimating direction of arrival (DOA) estimation of wideband signals. According to ISM, a wideband signal can be considered as the superposition of numerous narrowband signals at different frequencies [2]. Therefore, algorithms dealt with DOA in narrowband coherent signals such as Modified Multiple Signal Classification (MMUSIC) [3] can be applied to each separated narrowband component, then DOA can be obtained by averaging the estimation result of each component. However, the performance of DOA estimation algorithms is largely affected by the signal-to-noise ratio (SNR).