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research
σ
\sigma
σ
-models on the quantum group manifolds
S
L
q
(
2
,
R
)
SL_{q}(2,R)
S
L
q
(
2
,
R
)
,
S
L
q
(
2
,
R
)
/
U
h
(
1
)
SL_{q}(2,R)/U_{h}(1)
S
L
q
(
2
,
R
)
/
U
h
(
1
)
,
C
q
(
2
∣
0
)
C_{q}(2|0)
C
q
(
2∣0
)
and infinitesimal trasformations
Authors
A. Alekseev
I.Y. Arefeva
+7 more
L. Faddeev
L.D. Fadeev
V.D. Gershun
V.P. Akulov
V.P. Akulov
V.P. Akulov
Y. Frishman
Publication date
15 September 1997
Publisher
'Springer Science and Business Media LLC'
Doi
View
on
arXiv
Abstract
The differential and variational calculus on the
S
L
q
(
2
,
R
)
SL_{q}(2,R)
S
L
q
(
2
,
R
)
group is constructed. The spontaneous breaking symmetry in the WZNW model with
S
L
q
(
2
,
R
)
SL_{q}(2,R)
S
L
q
(
2
,
R
)
quantum group symmetry and in the
σ
\sigma
σ
-models with
S
L
q
(
2
,
R
)
/
U
h
(
1
)
{SL_{q}(2,R)/U_{h}(1)}
S
L
q
(
2
,
R
)
/
U
h
(
1
)
,
C
q
(
2
∣
0
)
C_{q}(2|0)
C
q
(
2∣0
)
quantum group symmetry is considered. The Lagrangian formalism over the quantum group manifolds is discussed. The classical solution of
C
q
(
2
∣
0
)
C_{q}(2|0)
C
q
(
2∣0
)
{
σ
\sigma
σ
}-model is obtained.Comment: LaTex, 7 page
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Last time updated on 03/01/2020