Gabriel Cozzella
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 Nov 20 asked Asymptotic expansion of modified bessel function of imaginary order Nov 16 asked Integral of product of modified bessel functions Sep 4 comment Calculating an integral with a delta evaluated at one of its end-points I thought of the following to justify this: I can integrate from $-\infty$ to $+\infty$ and multiply the integral by $\theta(k)$. Then the $\delta$ picks up $\theta(0)$ which usually is defined as 1/2. Sep 4 comment Calculating an integral with a delta evaluated at one of its end-points It is the usual definition of $\delta(x)$, like in eq. 31 here: mathworld.wolfram.com/DeltaFunction.html Sep 3 awarded Student Sep 3 asked Calculating an integral with a delta evaluated at one of its end-points Jun 9 awarded Yearling Feb 26 awarded Nice Answer Nov 11 awarded Supporter Oct 25 awarded Teacher Oct 25 answered What are some common proof strategies in mathematics?