The presenting work studies novel extensions for the soft maps, which are soft δ-ß-open, soft δ-ß-continuous, by employing another idea of generalized soft sets, namely, soft δ-ß-open sets. Investigated relations between soft δ-ß-continuity and various forms of soft continuity, such as soft (α, semi, pre, ß) continuity. Using appropriate counterexamples, we have shown that noncoincidence exists among these diverse kinds of generalized soft maps. Various interesting characterizations related to these classes of extended soft mappings are obtained.