There are composite and elementary ones, examples of which are, respectively, lithium and neutrinos.
The corresponding distribution for the number of this type of particles in state i is given by 1 over the quantity e to the beta times the difference in energy and chemical potential, plus one. There are composite and elementary ones, examples of which are, respectively, lithium and neutrinos. To obey causality they require vanishing anticommutators at spacelike separation, and by the spin-statistics relationship they have half-integer spin. For ten points, what is this class of particles that obey the Pauli exclusion principle?
The corresponding distribution for the number of this type of particles in state i is given by 1 over the quantity e to the beta times the difference in energy and chemical potential, plus one.
{Fermion}s