Plethysms and interacting boson models

J. A. Castilho Alcarás; J. Tambergs; T. Krasta; J. Ruža; O. Katkevičius

doi:10.1063/1.1611265

Plethysms and interacting boson models

J. A. Castilho Alcarás^*
, J. Tambergs
, T. Krasta
, J. Ruža
, O. Katkevičius

^*Šī darba korespondējošais autors

Universidade Estadual Paulista Júlio de Mesquita Filho
University of Latvia
Vilnius University

Zinātniskās darbības rezultāts: Devums žurnālam › Pārskata raksts › koleģiāli recenzēts

6 Atsauces (Scopus)

Kopsavilkums

A short review of the plethysm technique aiming to its application in finding branching rules for the reduction of an irreducible representation of a group under the restriction to one of its subgroups is given. The algebraic structure of the interacting boson model and some of its extensions is given together with the branching rules needed to classify their basis states, obtained by the use of plethysms.

Oriģinālvaloda	Angļu
Lapas (no-līdz)	5296-5319
Lapu skaits	24
Žurnāls	Journal of Mathematical Physics
Sējums	44
Izdevuma numurs	11
DOIs	https://doi.org/10.1063/1.1611265
Publikācijas statuss	Publicēts - nov. 2003

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title = "Plethysms and interacting boson models",

abstract = "A short review of the plethysm technique aiming to its application in finding branching rules for the reduction of an irreducible representation of a group under the restriction to one of its subgroups is given. The algebraic structure of the interacting boson model and some of its extensions is given together with the branching rules needed to classify their basis states, obtained by the use of plethysms.",

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AU - Castilho Alcarás, J. A.

AU - Tambergs, J.

AU - Krasta, T.

AU - Ruža, J.

AU - Katkevičius, O.

PY - 2003/11

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N2 - A short review of the plethysm technique aiming to its application in finding branching rules for the reduction of an irreducible representation of a group under the restriction to one of its subgroups is given. The algebraic structure of the interacting boson model and some of its extensions is given together with the branching rules needed to classify their basis states, obtained by the use of plethysms.

AB - A short review of the plethysm technique aiming to its application in finding branching rules for the reduction of an irreducible representation of a group under the restriction to one of its subgroups is given. The algebraic structure of the interacting boson model and some of its extensions is given together with the branching rules needed to classify their basis states, obtained by the use of plethysms.

UR - https://www.scopus.com/pages/publications/0242635607

U2 - 10.1063/1.1611265

DO - 10.1063/1.1611265

M3 - Review article

AN - SCOPUS:0242635607

SN - 0022-2488

VL - 44

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EP - 5319

JO - Journal of Mathematical Physics

JF - Journal of Mathematical Physics

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Plethysms and interacting boson models

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