fermion

As nouns the difference between fermion and difermion

is that fermion is (label) while difermion is (physics) any combination of two fermions.

As nouns the difference between fermion and sterino

is that fermion is a particle with totally antisymmetric composite quantum states, which means it must obey the Pauli exclusion principle and hence Fermi–Dirac statistics. They have half-integer spin. Among them are many elementary particles, most derived from quarks. Compare boson while sterino is sterile Dirac fermions.

As nouns the difference between fermion and trinification

is that fermion is (label) while trinification is (physics) a model, in the grand unification theory, of the three families of fermions.

As a noun fermion

is (label).

As a verb fermionize is

(physics) to treat a system as if it were composed of fermions.

As nouns the difference between fermion and technifermion

is that fermion is a particle with totally antisymmetric composite quantum states, which means it must obey the Pauli exclusion principle and hence Fermi–Dirac statistics. They have half-integer spin. Among them are many elementary particles, most derived from quarks. Compare boson while technifermion is a technicolor fermion.

As nouns the difference between fermion and antifermion

is that fermion is a particle with totally antisymmetric composite quantum states, which means it must obey the Pauli exclusion principle and hence Fermi–Dirac statistics. They have half-integer spin. Among them are many elementary particles, most derived from quarks. Compare boson while antifermion is the antiparticle of a (specified) fermion.

As nouns the difference between fermion and scotino

is that fermion is (label) while scotino is (physics) the proposed dark matter equivalent of a fermion.

As nouns the difference between fermion and parafermion

is that fermion is (label) while parafermion is (physics) the equivalent of a fermion in any of several parastatistics.

As nouns the difference between fermion and fermionization

is that fermion is (label) while fermionization is (physics) the theoretical treatment of a system as one of fermions.

As a noun fermion

is (label).

As an adjective fermiophobic is

(quantum physics) tending to avoid interactions with fermions.