Cepstral methods are homomorphic signal processing techniques in which signals are transformed into the cepstral domain, typically to be averaged or filtered. In the cepstral domain, the convolution of the source signal and impulse response changes to a sum of the two parts by taking a logarithm in the frequency domain, followed by an inverse Fourier transform. Cepstral methods have been utilized in speech processing to separate vocal tract information from speech excitation, in marine mammal bioacoustics to classify vocalizations, and in seismic surveys to estimate source wavelets from airgun arrays, but do not appear to have been considered for blind deconvolution in other underwater acoustic applications. By assuming either the source signal or impulse response is stationary in time and/or space, averaging cepstral domain windows from a receiver array can suppress the non-stationary term. Here, we investigate the capabilities of cepstral averaging techniques for the purposes of blind deconvolution. We will exploit the spatial dependence of the impulse response across a receiver array to suppress this non-stationary term, while constructively combining the source signal term. We will consider the effects of different signal types, environmental characteristics, signal-to-noise ratios, and array design on its success. [Work supported by the ONR.]