We present a new supersymmetric integrable model: the N = 2 superconfo
rmal affine Liouville theory. It interpolates between the N = 2 super
Liouville and N = 2 super sine-Gordon theories and possesses a Lax rep
resentation on the complex affine Kac-Moody superalgebra sl(2\2)(1). W
e show that the higher spin W1+infinity-type symmetry algebra of ordin
ary conformal affine Liouville theory extends to a N = 2 W1/2+infinity
-type superalgebra.