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god_operator
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Parity transformation on fermionic bilinears
Also, why does the sign change for $A_\mu$?
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Parity transformation on fermionic bilinears
Why does the sign of the first time component change under parity? If only the spatial part changes sign.
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Approximation of Spherical Bessel function
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Approximation of Spherical Bessel function
Could you please elaborate more or provide the full working? I have tried doing the complete derivation but I do not quite get it. It would be very helpful @user200143
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Approximation of Spherical Bessel function
$l$ here is large, as I mentioned in my question, I am trying to compute de CMB power spectrum for which I consider a range of $l$ in between 2 and 1500 @ZeroTheHero
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Approximation of Spherical Bessel function
$x$ is always greater than 1 but it does not tend to infinity, it always remains small, taking a maximum value of 10 @ZeroTheHero
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Approximation of Spherical Bessel function
Thank you very much for your comments. This mathematica notebook is from Daniel Baumann and it is the one that he suggests as simple exercise in equation 3.3.70lecture notes Baumann.@EmilioPisanty
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Time ordering nucleon-nucleon scattering
Taking $\psi=a+b^{\dagger}$, we would get $\psi^{\dagger} \psi$ contains a term like $bb^{\dagger} $, which isn't normal ordered, so I actually get that either order are not normal ordered. Also about your earlier explanation, since we have multiple $\psi$ terms wouldn´t the $b$´s contained in them contribute via the other $b^{\dagger}$´s in $\psi^{\dagger}$? @Hosein