Any of a course of particles, for instance the photon, pion, or alpha particle, that have zero or essential spin and obey statistical rules allowing a variety of identical particles to inhabit equivalent quantum condition.

A particle with completely symmetric composite quantum states, which exempts them from Pauli exclusion principle, and therefore obey Bose-Einstein data. Obtained integer spin. Included in this tend to be many elementary particles, and some (measure bosons) are known to carry the basic forces. Compare fermion.

A boatswain.

A fundamental particle that obeys Bose-Einstein statistical guidelines, yet not the Pauli exclusion concept; the spin worth of a boson is obviously an integer. Examples of bosons tend to be alpha particles, photons, and people nuclei which may have a level mass quantity.

See boatswain.

A corruption of boatswain, representing its typical pronunciation.

A bolt for the crossbow, having a round knob at the conclusion, with a little point projecting from this.

any particle that obeys Bose-Einstein data yet not the Pauli exclusion concept; all nuclei with a straight large-scale number are bosons

## How would you define boson?