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A composite boson is a bound state of [[fermion]]s such that the combination gives a boson. Some examples are: [[Cooper pair]]s, [[meson]]s, [[Superfluid helium]], [[Bose Einstein Condensate]]s, Atomic bosons, and many other composite quantum states. These composite particle states have a symmetric wave function upon exchange of any pair of particles. The wave function is given as the permanent of single particle states for the non interacting case.
A composite boson is a a bound state of [[Fermion]]<nowiki/>s such that the combination gives a boson. Some examples are: [[Cooper pair]]<nowiki/>s, [[meson]]<nowiki/>s, Superfluid helium, [[Bose–Einstein condensate]]<nowiki/>s, Atomic bosons, and many other composite quantum states like [[Fermionic condensate]]<nowiki/>s. These composite particle states have a symmetric [[wave function]] upon exchange of any pair of particles. The wave function is given by the [[permanent]] of single particle states for the non interacting case.

Revision as of 15:47, 20 July 2018

A composite boson is a a bound state of Fermions such that the combination gives a boson. Some examples are: Cooper pairs, mesons, Superfluid helium, Bose–Einstein condensates, Atomic bosons, and many other composite quantum states like Fermionic condensates. These composite particle states have a symmetric wave function upon exchange of any pair of particles. The wave function is given by the permanent of single particle states for the non interacting case.