“…If w(n) and s(n) are independent random variables, their sum is also Gaussian-distributed, with the mean being the sum of the two means, and the variance being the sum of the two variances, i.e., N µ w + µ s , σ 2 w + σ 2 s , which for clarity of description will be further indexed as N µ w+s , σ 2 w+s . Continuous transmission therefore precludes the use of goodness-of-fit tests, as these methods are based on the assumption that the distribution of mixed signal and noise is different from the sole distribution of noise [25]. In the case of intermittent transmission, however, the receiver collects not only signal-with-noise samples from N µ w+s , σ 2 w+s , but also a certain proportion of noise-only samples from N µ w , σ 2 w .…”