Representation theory of Lie groups

Anyon

In physics, an anyon is a type of quasiparticle that occurs only in two-dimensional systems, with properties much less restricted than the two kinds of standard elementary particles, fermions and bosons. In general, the operation of exchanging two identical particles, although it may cause a global phase shift, cannot affect observables. Anyons are generally classified as abelian or non-abelian. Abelian anyons (detected by two experiments in 2020) play a major role in the fractional quantum Hall effect. Non-abelian anyons have not been definitively detected, although this is an active area of research. (Wikipedia).

Anyon
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Related pages

Poincaré group | Lie group | Temperature | Abuse of notation | Lorentz group | Clebsch–Gordan coefficients | Topological quantum computer | Permutation group | Parastatistics | Spin group | Dimension | Symmetric group | Pauli exclusion principle | Three-dimensional space | Quantum computing | Topological quantum field theory | Spin (physics) | Braid group | Fermion | Integer | Cyclic group | Quantum logic gate | Quantum entanglement | Hilbert space | Projective representation | Orthogonal group | Spin–statistics theorem | Braid theory | Phase factor | Half-integer | Knot theory