When these particles are their own antiparticle, they are termed Majorana.
When discretizing these particles on a lattice, one gets twice as many for every dimension one has. These particles are the quanta of the Dirac field. When these particles are their own antiparticle, they are termed Majorana. The distribution function for these particles is given by one over quantity one plus e to the quantity capital E minus capital E sub F over k T. Two of this class of particle are coupled over short distances in Cooper pairs. These particles cannot have identical quantum numbers according to the Pauli exclusion principle. For 10 points, name these particles which have half-integer spin, unlike bosons, and thus follow Fermi-Dirac statistics.
When discretizing these particles on a lattice, one gets twice as many for every dimension one has.
fermions [anti-prompt on electrons or leptons]