Abstract
A deformation U{sub q}(P-tilde(n))=P-tilde{sub q}(n) of the extended non contragredient (strange) superalgebra of P(n), denoted by P-tilde(n), is proposed. A realization of P-tilde{sub q}(n) in terms of q-bosons and q-fermions is presented. Then a procedure to build up a set of representations of P-tilde{sub q}(n) is briefly discussed. As a by-product, a new realization of SU{sub q}(n) is obtained. (author) 7 refs.
Frappat, L;
Sorba, P;
[1]
Sciarrino, A
[2]
- Grenoble-1 Univ., 74 - Annecy (France). Lab. de Physique des Particules Elementaires
- Istituto Nazionale di Fisica Nucleare, Naples (Italy)
Citation Formats
Frappat, L, Sorba, P, and Sciarrino, A.
Deformation of the strange superalgebra P-tilde(n).
France: N. p.,
1992.
Web.
Frappat, L, Sorba, P, & Sciarrino, A.
Deformation of the strange superalgebra P-tilde(n).
France.
Frappat, L, Sorba, P, and Sciarrino, A.
1992.
"Deformation of the strange superalgebra P-tilde(n)."
France.
@misc{etde_10113987,
title = {Deformation of the strange superalgebra P-tilde(n)}
author = {Frappat, L, Sorba, P, and Sciarrino, A}
abstractNote = {A deformation U{sub q}(P-tilde(n))=P-tilde{sub q}(n) of the extended non contragredient (strange) superalgebra of P(n), denoted by P-tilde(n), is proposed. A realization of P-tilde{sub q}(n) in terms of q-bosons and q-fermions is presented. Then a procedure to build up a set of representations of P-tilde{sub q}(n) is briefly discussed. As a by-product, a new realization of SU{sub q}(n) is obtained. (author) 7 refs.}
place = {France}
year = {1992}
month = {Oct}
}
title = {Deformation of the strange superalgebra P-tilde(n)}
author = {Frappat, L, Sorba, P, and Sciarrino, A}
abstractNote = {A deformation U{sub q}(P-tilde(n))=P-tilde{sub q}(n) of the extended non contragredient (strange) superalgebra of P(n), denoted by P-tilde(n), is proposed. A realization of P-tilde{sub q}(n) in terms of q-bosons and q-fermions is presented. Then a procedure to build up a set of representations of P-tilde{sub q}(n) is briefly discussed. As a by-product, a new realization of SU{sub q}(n) is obtained. (author) 7 refs.}
place = {France}
year = {1992}
month = {Oct}
}