Simon Hayward
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 Dec22 awarded Constituent Dec9 awarded Caucus Nov3 awarded Yearling Sep30 awarded Explainer Nov3 awarded Yearling Sep9 comment Norm of convolution of $n$ Gaussians Yes, I think I can see how you'd get that too, but then convolutions aren't my string point..... Sep9 comment Norm of convolution of $n$ Gaussians Does anything in this question help? math.stackexchange.com/questions/240202/… Sep3 reviewed Reviewed weakly lower semi continuous Sep3 revised How to solve the polynomial equation $\sum_{i=1}^{i=m} \frac{l_i}{l_i - x} = n$? Clearer title Sep3 suggested approved edit on How to solve the polynomial equation $\sum_{i=1}^{i=m} \frac{l_i}{l_i - x} = n$? Sep2 revised Fourier transform of $(x^2+b^2)^{-1}$ Latex in title Sep2 suggested approved edit on Fourier transform of $(x^2+b^2)^{-1}$ Aug29 revised Fourier integral representations using only cosine functions. Clearer title. Aug29 suggested approved edit on Fourier integral representations using only cosine functions. Aug29 comment Fourier integral representations using only cosine functions. Fair enough, it seemed a little more precise since they were mentioned in the question. Aug29 comment Fourier integral representations using only cosine functions. @Dominic Michaelis "Fourier" should be capitalised, it is a proper noun. My edit was correct!! Aug29 reviewed Reviewed Probability of Defective coins Aug29 comment Probability of Defective coins Yeah, given that you've just seen something incredibly unlikely, we could use Bayesian inference to update our views about which coin was selected and the probability of getting a head next time. The question is legitimate. Aug29 revised Fourier integral representations using only cosine functions. Made title more meaningful. Aug29 reviewed Reviewed Fourier integral representations using only cosine functions.