Jordan (θ,ϕ)(θ,ϕ)-derivations on Hilbert C*-modules

In this paper, we introduce the notion of Jordan (θ,ϕ)(θ,ϕ)-derivations on Hilbert C*-modules and we investigate the generalized Hyers–Ulam–Rassias stability of this notion with an alternative fixed point and direct method. Moreover, we provide Hyers–Ulam, Aoki–Rassias, and Isac–Rassias type stability and superstability of Jordan (θ,ϕ)(θ,ϕ)-derivations and Jordan derivations on Hilbert C*-modules.