Nonlinear realization
In mathematical physics, nonlinear realization of a Lie group G possessing a Cartan subgroup H is a particular induced representation of G. In fact, it is a representation of a Lie algebra of G in a neighborhood of its origin.A nonlinear realization, when restricted to the subgroup H reduces to a linear representation. A nonlinear realization technique is part and parcel of many field theories with spontaneous symmetry breaking, e.g., chiral models, chiral symmetry breaking, Goldstone boson theory, classical Higgs field theory, gauge gravitation theory and supergravity. ,
Link from a Wikipage to another Wikipage
primaryTopic
Nonlinear realization
In mathematical physics, nonlinear realization of a Lie group G possessing a Cartan subgroup H is a particular induced representation of G. In fact, it is a representation of a Lie algebra of G in a neighborhood of its origin.A nonlinear realization, when restricted to the subgroup H reduces to a linear representation. A nonlinear realization technique is part and parcel of many field theories with spontaneous symmetry breaking, e.g., chiral models, chiral symmetry breaking, Goldstone boson theory, classical Higgs field theory, gauge gravitation theory and supergravity. ,
has abstract
In mathematical physics, nonli ...... superalgebras are considered.
@en
Wikipage page ID
39,245,484
page length (characters) of wiki page
Wikipage revision ID
939,219,212
Link from a Wikipage to another Wikipage
wikiPageUsesTemplate
comment
In mathematical physics, nonli ...... ion theory and supergravity. ,
@en
label
Nonlinear realization
@en