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We propose and prove a trinomial version of the celebrated Bailey's lemma. Asan application we obtain new fermionic representations for characters of someunitary as well as nonunitary models of N = 2 superconformal field theory(SCFT). We also establish interesting relations between N = 1 and N = 2 modelsof SCFT with central charges $(3/2)( 1 -{2(2 - 4\nu)^2}/{2(4\nu)})$ and $3(1 -2/{4\nu})$. A number of new mock theta function identities are derived.Comment: Reference and note adde

A Trinomial Analogue of Bailey's Lemma and N = 2 Superconformal Invariance