N=2 SUPERCONFORMAL MINIMAL MODELS

Mussardo, G.; Sotkov, G.; Stanishkov, M.

doi:10.1142/S0217751X89000522

N=2 SUPERCONFORMAL MINIMAL MODELS

G. Mussardo
(
- SISSA, Trieste and
- INFN, Trieste
)
,
G. Sotkov
(
- SISSA, Trieste
)
,
M. Stanishkov
(
- SISSA, Trieste
)

Apr, 1988

62 pages

Published in:

Int.J.Mod.Phys.A 4 (1989) 1135

DOI:

10.1142/S0217751X89000522

Report number:

SISSA-21-88-EP

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Abstract: (WSP)

Fusion rules, structure constants and 4-point functions for all the fields in the Neveu-Schwarz, Ramond and twisted sectors of N = 2 minimal models are presented. It is shown that the additional Zp+2 symmetries of these models are generated by specific chiral N = 2 superfields. The structure of the corresponding N = 2 superparafermionic models is discussed.

FIELD THEORY: CONFORMAL
SUPERSYMMETRY
N-POINT FUNCTION
FIELD THEORY: OPERATOR PRODUCT EXPANSION
SYMMETRY: Z(N)
commutation relations
ALGEBRA: CENTRAL CHARGE

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