Fermionic sum representations for the Virasoro characters of the unitary superconformal minimal models

We present fermionic sum representation for the general Virasoro character of the unitary minimal superconformal series (N = 1). An example of the corresponding ''finitizated'' identities relating corner transfer matrix polynomials with fermionic companions is considered. These identities in the thermodynamic limit lead to the generalized Rogers-Ramanujan identities.