I have a feeling we're going to have to stick this kind of thing in every piece of input processing middleware over the next couple years.
It was accurate, I tried various ChatGPT generated responses. it gets very good results with all of them. Except when I went in depth about scientific topics. I wrote before this paragarah
> "Interestingly, despite neutrinos being otherwise ideal as a dark matter candidate, this limit told us they could not be dark matter. We know that neutrinos are much lighter than 1-3 keV. So you literally cannot cram enough neutrinos into a galaxy for them to be the dark matter. Amusingly, this Pauli Exclusion Limit for fermions is also what supports a white dwarf or neutron star from gravitational collapse. If the star got smaller, there wouldn’t be enough room for the electrons (dwarfs) or neutrons (neutron stars) without doubling up on quantum states. If dark matter is a boson, you can’t use the Tremaine-Gunn bound, since bosons are okay with all sitting in the same quantum state. So in principle, you can fit an infinite number inside a galaxy. You can use another property of quantum fields to constrain bosonic dark matter, though. If the particle is too light, the quantum wavefunction is so dispersed it cannot be localized inside the galaxy. This puts a lower bound of ~10^-22 eV on bosonic dark matter. Rather less than the bound for fermionic dark matter. But at least this is even a “thing.” Of course, there are other reasons to eliminate neutrinos as a dark matter candidate, but yet we know more about what couldn’t be a dark matter, not what is the dark matter"
I asked ChatGPT to `rewrite this in a more professional way` and got the following:
> Neutrinos have been considered as a potential candidate for dark matter due to their neutral charge and low mass. However, the Tremaine-Gunn bound, which sets a limit on the maximum mass of fermionic dark matter particles based on their contribution to the gravitational potential of a galaxy, has shown that neutrinos cannot be the dominant form of dark matter. This is because their mass is significantly lower than the 1-3 keV range set by the bound. Additionally, the Pauli Exclusion Principle, which states that no two fermions can occupy the same quantum state simultaneously, also prevents neutrinos from being concentrated in sufficient quantities to serve as dark matter. On the other hand, bosonic dark matter particles, which can occupy the same quantum state, may be able to satisfy the constraints set by the Tremaine-Gunn bound. However, there are other considerations, such as the lower bound of approximately 10^-22 eV on the mass of bosonic dark matter particles based on their ability to be localized within a galaxy, that must also be taken into account. Despite these limitations, it is important to continue exploring and evaluating the potential of various particles as dark matter candidates in order to better understand this mysterious and essential component of the universe.
It gives that there is a 1.58% only red. seems like there is a lot of need to GPT3 detector.