Peter Morgan
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 Mar 14 awarded Popular Question Feb 16 awarded Popular Question Apr 11 comment Bessel function integral and Mellin transform I read G&R as allowing $\nu$ to be any complex number. G&R is pretty careful about listing the constraints, so if it says nothing about a parameter, it can be anything that makes sense for the definition of the function. $\gamma$ must be real and positive-definite; $\alpha,\beta$ may be complex, with the real part positive-definite. Apr 6 revised Bessel function integral and Mellin transform Answered the first, easy question. Apr 6 awarded Editor Apr 6 revised Bessel function integral and Mellin transform fixed typo Apr 6 asked Bessel function integral and Mellin transform Mar 19 accepted GrossOne? The arXiv blog's pick of the day. Mar 19 comment GrossOne? The arXiv blog's pick of the day. Thanks. I worried that I would get downvotes by association for posting this, but I wanted to check that it was bad, bad, bad, and to bring it to MathSE's attention if it was. The arXiv blog's daily choices have been getting steadily less interesting by my estimation. Mar 19 comment GrossOne? The arXiv blog's pick of the day. Killing. Thanks. Mar 19 asked GrossOne? The arXiv blog's pick of the day. Nov 5 awarded Supporter Nov 5 awarded Scholar Nov 5 comment Eigenvalues of the matrix $(-1)^{i_1+i_2+\cdots+i_k+j_1+j_2+\cdots+j_k}$ Excellent, thanks. Nov 5 accepted Eigenvalues of the matrix $(-1)^{i_1+i_2+\cdots+i_k+j_1+j_2+\cdots+j_k}$ Nov 5 awarded Student Nov 5 asked Eigenvalues of the matrix $(-1)^{i_1+i_2+\cdots+i_k+j_1+j_2+\cdots+j_k}$ Jun 1 awarded Autobiographer